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Notes
Chapter 1
Economic decisions involve the allocation of scarce resources, and a manager’s task is to allocate
resources so as to best meet the manager’s goals. An effective manager must identify goals and
constraints, recognize the nature and importance of profits, understand incentives, understand
markets, recognize the time value of money, and use marginal analysis.
The first step in making sound decisions is to have well-defined goals because achieving different
goals entails making different decisions.
Different units within a firm may be given different goals; those in a firm’s marketing department
might be instructed to use their resources to maximize sales or market share, while those in the
firm’s financial group might focus on earnings growth or risk-reduction strategies.
Constraints make it difficult for managers to achieve goals such as maximizing profits or increasing
market share. These constraints include such things as the available technology and the prices of
inputs used in production. The goal of maximizing profits requires the manager to decide the
optimal price to charge for a product, how much to produce, which technology to use, how much of
each input to use, how to react to decisions made by competitors, and so on.
The opportunity cost of using a resource includes both the explicit (or accounting) cost of the
resource and the implicit cost of giving up the best alternative use of the resource. The opportunity
cost of producing a good or service generally is higher than accounting costs because it includes
both the dollar value of costs (explicit, or accounting, costs) and any implicit costs.
Implicit costs are very hard to measure and therefore managers often overlook them. Effective
managers, however, continually seek out data from other sources to identify and quantify implicit
costs. Managers of large firms can use sources within the company, including the firm’s finance,
marketing, and/or legal departments, to obtain data about the implicit costs of decisions. In other
instances managers must collect data on their own.
By pursuing its self-interest—the goal of maximizing profits—a firm ultimately meets the needs of
society.
The level of product differentiation and the nature of the game being played—whether
firms’ strategies involve prices, quantities, capacity, or quality/service attributes, for
example—also impact profitability.
The first step in constructing incentives within a firm is to distinguish between the world, or the
business place, as it is and the way you wish it were.
The power, or bargaining position, of consumers and producers in the market is limited by three
sources of rivalry that exist in economic transactions: consumer–producer rivalry, consumer–
consumer rivalry, and producer–producer rivalry. Each form of rivalry serves as a disciplining
device to guide the market process, and each affects different markets to a different extent. Thus,
your ability as a manager to meet performance objectives will depend on the extent to which your
product is affected by these sources of rivalry.
Maximizing profits means maximizing the value of the firm, which is the present value of current
and future profits. If the growth rate in profits is less than the interest rate and both are
constant, maximizing current (short-term) profits is the same as maximizing long-term profits.
Chapter 2
Supply and demand analysis is a qualitative tool that, like the genie, empowers managers by
enabling them to see the “big picture.” It is a qualitative forecasting tool you can use to predict
trends in competitive markets, including changes in the prices of your firm’s products, related
products (both substitutes and complements), and the prices of inputs (such as labor services) that
are necessary for your operations
Everything else that might influence buyer decisions, such as consumer income, advertising, and
the prices of other goods such as shirts, is held constant. In effect, the market survey does not ask
consumers how much they would buy at alternative levels of income or advertising; it simply seeks
to determine how much would be purchased at alternative prices. The market research reveals
that, holding all other things constant, the quantity of jeans consumers are willing and able to
purchase goes down as the price rises. This fundamental economic principle is known as the law of
demand: Price and quantity demanded are inversely related. That is, as the price of a good rises
(falls) and all other things remain constant, the quantity demanded of the good falls (rises).
When we graph the demand curve for good X, we hold everything but the price of X constant. A
representative demand curve is given by D0 in Figure 2–2. The movement along a demand curve,
such as the movement from A to B, is called a change in quantity demanded. Whenever advertising,
income, or the price of related goods changes, it leads to a change in demand; the position of the
entire demand curve shifts. A rightward shift in the demand curve is called an increase in demand,
since more of the good is demanded at each price. A leftward shift in the demand curve is called a
decrease in demand.
Because income affects the ability of consumers to purchase a good, changes in income affect how
much consumers will buy at any price. In graphical terms, a change in income shifts the entire
demand curve. Whether an increase in income shifts the demand curve to the right or to the left
depends on the nature of consumer consumption patterns. Accordingly, economists distinguish
between two types of goods: normal and inferior goods.
A good whose demand increases (shifts to the right) when consumer incomes rise is called a normal
good. Normal goods may include goods such as steak, airline travel, and designer jeans: As income
goes up, consumers typically buy more of these goods at any given price. Conversely, when
consumers suffer a decline in income, the demand for a normal good will decrease (shift to the left).
Changes in income tend to have profound effects on the demand for durable goods, and these
effects are typically amplified in developing countries and rural areas. In 2004, for instance,
farmers in India enjoyed higher incomes thanks to the impact on crops of beneficial monsoons. As a
result, the demand in rural areas of India for tractors and motorcycles surged, almost tripling the
level of demand in the previous year. By 2009, this surge in demand reversed due to significant
reductions in consumer incomes stemming from a global economic recession. The demand for
durables in developed countries also declined dramatically, and automakers were especially hard
hit.
In some instances, an increase in income reduces the demand for a good. Economists refer to such a
good as an inferior good. Bologna, bus travel, and “generic” jeans are possible examples of inferior
goods. As income goes up, consumers typically consume less of these goods at each price. It is
important to point out that by calling such goods inferior, we do not imply that they are of poor
quality; we use this term simply to define products that consumers purchase less of when their
incomes rise and purchase more of when their incomes fall.
Changes in the prices of related goods generally shift the demand curve for a good. For example, if
the price of a Coke increases, most consumers will begin to substitute Pepsi because the relative
price of Coke is higher than before. As more and more consumers substitute Pepsi for Coke, the
quantity of Pepsi demanded at each price will tend to increase. In effect, an increase in the price of
Coke increases the demand for Pepsi. This is illustrated by a shift in the demand for Pepsi to the
right. Goods that interact in this way are known as substitutes.
Many pairs of goods readily come to mind when we think of substitutes: chicken and beef, cars and
trucks, raincoats and umbrellas. Such pairs of goods are substitutes for most consumers. However,
substitutes need not serve the same function. For example, televisions and patio furniture could be
substitutes; as the price of televisions increases, you may choose to purchase additional patio
furniture rather than an additional television. Goods are substitutes when an increase in the price
of one good increases the demand for the other good.
Not all goods are substitutes; in fact, an increase in the price of a good such as computer software
may lead consumers to purchase fewer computers at each price. Goods that interact in this
manner are called complements. Beer and pretzels are another example of complementary goods.
If the price of beer increased, most beer drinkers would decrease their consumption of pretzels.
Notice that when good X is a complement to good Y, a reduction in the price of Y actually increases
(shifts to the right) the demand for good X. More of good X is purchased at each price due to the
reduction in the price of the complement, good Y.
Another variable that is held constant when drawing a given demand curve is the level of
advertising. An increase in advertising shifts the demand curve to the right, from D1 to D2, as in
Figure 2–3. Notice that the impact of advertising on demand can be interpreted in two ways. Under
the initial demand curve, D1, consumers would buy 50,000 units of high-style clothing per month
when the price is $40. After the advertising, the demand curve shifts to D2, and consumers will now
buy 60,000 units of the good when the price is $40. Alternatively, when demand is D1, consumers
will pay a price of $40 when 50,000 units are available. Advertising shifts the demand curve to D2,
so consumers will pay a higher price—$50—for 50,000 units.
Why does advertising shift demand to the right? Advertising often provides consumers with
information about the existence or quality of a product, which in turn induces more consumers to
buy the product. These types of advertising messages are known as informative advertising.
Advertising can also influence demand by altering the underlying tastes of consumers. For example,
advertising that promotes the latest fad in clothing may increase the demand for a specific fashion
item by making consumers perceive it as “the” thing to buy. These types of advertising messages are
known as persuasive advertising.
The demand for a product is also influenced by changes in the size and composition of the
population. Generally, as the population rises, more and more individuals wish to buy a given
product, and this has the effect of shifting the demand curve to the right. Over the twentieth
century,
the demand curve for food products shifted to the right considerably with the increasing
population.
It is important to note that changes in the composition of the population can also affect the demand
for a product. To the extent that middle-aged consumers desire different types of products than
retirees, an increase in the number of consumers in the 30- to 40-year-old age bracket will increase
the demand for products like real estate. Similarly, as a greater proportion of the population ages,
the demand for medical services will tend to increase.
Changes in consumer expectations also can change the position of the demand curve for a product.
For example, if consumers suddenly expect the price of automobiles to be significantly higher next
year, the demand for automobiles today will increase. In effect, buying a car today is a substitute for
buying a car next year. If consumers expect future prices to be higher, they will substitute current
purchases for future purchases. This type of consumer behavior often is referred to as stockpiling
and generally occurs when products are durable in nature. We often see this behavior for less
expensive durables, too; consumers may stockpile laundry detergent in response to temporary
sales at grocery stores. The current demand for a perishable product such as bananas generally is
not affected by expectations of higher future prices.
The demand function for good X describes how much X will be purchased at alternative prices of
X and related goods, alternative levels of income, and alternative values of other variables that
affect demand.
One very simple but useful form is the linear representation of the demand function: Demand is
linear if Qdx is a linear function of prices, income, and other variables that influence demand. The
following equation is an example of a linear demand function: The αis are fixed numbers that the
firm’s research department or an economic consultant typically provides to the manager. (Chapter
3 provides an overview of the statistical techniques used to obtain these numbers.)
By the law of demand, an increase in Px leads to a decrease in the quantity demanded of good X.
This means that αx < 0. The sign of αy will be positive or negative depending on whether goods X
and Y are substitutes or complements. If αy is a positive number, an increase in the price of good Y
will lead to an increase in the consumption of good X; therefore, good X is a substitute for good Y. If
αy is a negative number, an increase in the price of good Y will lead to a decrease in the
consumption of good X; hence, good X is a complement to good Y. The sign of αM also can be
positive or negative depending on whether X is a normal or an inferior good. If αM is a positive
number, an increase in income (M) will lead to an increase in the consumption of good X, and good
X is a normal good. If αM is a negative number, an increase in income will lead to a decrease in the
consumption of good X, and good X is an inferior good.
The supply curve reveals how much producers are willing to produce at alternative prices. As
production costs change, the willingness of producers to produce output at a given price changes. In
particular, as the price of an input rises, producers are willing to produce less output at each given
price. This decrease in supply is depicted as a leftward shift in the supply curve.
Technological changes and changes in government regulations also can affect the position of the
supply curve. Changes that make it possible to produce a given output at a lower cost, such as the
ones highlighted in Inside Business 2–2, have the effect of increasing supply. Conversely, natural
disasters that destroy existing technology and government regulations, such as emissions standards
that have an adverse effect on businesses, shift the supply curve to the left.
The number of firms in an industry affects the position of the supply curve. As additional firms
enter an industry, more and more output are available at each given price. This is reflected by a
rightward shift in the supply curve. Similarly, as firms leave an industry, fewer units are sold at
each price, and the supply decreases (shifts to the left).
Many firms have technologies that are readily adaptable to several different products. For
example, automakers can convert a truck assembly plant into a car assembly plant by altering its
production facilities. When the price of cars rises, these firms can convert some of their truck
assembly lines to car assembly lines to increase the quantity of cars supplied. This has the effect of
shifting the truck supply curve to the left.
The position of the supply curve is also affected by taxes. An excise tax is a tax on each unit of
output sold, where the tax revenue is collected from the supplier. For example, suppose the
government levies a tax of $.20 per gallon on gasoline. Since each supplier must now pay the
government $.20 per gallon for each gallon of gasoline sold, each must receive an additional $.20
per gallon to be willing to supply the same quantity of gasoline as before the tax. An excise tax shifts
the supply curve up by the amount of the tax, as in Figure 2–7. Note that at any given price,
producers are willing to sell less gasoline after the tax than before. Thus, an excise tax has the effect
of decreasing the supply of a good.
Another form of tax often used by a government agency is an ad valorem tax. Ad valorem literally
means “according to the value.” An ad valorem tax is a percentage tax; the sales tax is a well-known
example. If the price of a good is $1 and a 10 percent ad valorem tax is attached to that good, the
price after the tax is $1.10. Because an ad valorem tax is a percentage tax, it will be higher for high-
priced items.
The equilibrium price in a competitive market is determined by the interactions of all buyers and
sellers in the market. The concepts of market supply and market demand make this notion of
interaction more precise: The price of a good in a competitive market is determined by the
interaction of market supply and market demand for the good.
In situations where a shortage exists, there is a natural tendency for the price to rise; consumers
unable to buy the good may offer producers a higher price in an attempt to get the product. As the
price rises from PL to Pe in Figure 2–10, producers have an incentive to expand output from Q0 to
Qe. Similarly, as the price rises, consumers are willing to purchase less of the good. When the price
rises to Pe, the quantity demanded is Qe. At this price, just enough of the good is produced to satisfy
all consumers willing and able to purchase at that price; quantity demanded equals quantity
supplied.
Suppose the price is at a higher level—say, PH. This price corresponds to point F on the market
demand curve, indicating that consumers wish to purchase Q0 units of the good. The price PH
corresponds to point G on the market supply curve; producers are willing to produce Q1 units at
this price. Thus, when the price is PH, there is a surplus of the good; firms are producing more than
they can sell at a price of PH.
Whenever a surplus exists, there is a natural tendency for the price to fall to equate quantity
supplied with quantity demanded; producers unable to sell their products may ask for a lower
price
in an attempt to reduce their unsold inventories. As the price falls from PH to Pe, producers have an
incentive to reduce quantity supplied to Qe. Similarly, as the price falls, consumers are willing to
purchase more of the good. When the price falls to Pe, the quantity demanded is Qe; quantity
demanded equals quantity supplied.
Thus, the interaction of supply and demand ultimately determines a competitive price, Pe, such that
there is neither a shortage nor a surplus of the good. This price is called the equilibrium price and
the corresponding quantity, Qe, is called the equilibrium quantity for the competitive market. Once
this price and quantity are realized, the market forces of supply and demand are balanced; there is
no tendency for prices either to rise or to fall.
Often individuals who are discriminated against by the price system attempt to persuade the
government to intervene in the market by requiring producers to sell the good at a lower price.
This is only natural, for if we were unable to own a house because we had the wrong hair color, we
most certainly would attempt to get the government to pass a law allowing people with our hair
color to own a house. But then there would be too few houses to go around, and some other means
would have to be used to allocate houses to people.
Since we will focus on the market for a single good, it is convenient to drop subscripts at this point
and let P denote the price of this good and Q the quantity of the good. Figure 2–10 depicts the
market supply and demand curves for such a good. To see how the competitive price is determined,
let the price of the good be PL. This price corresponds to point B on the market demand curve;
consumers wish to purchase Q1 units of the good. Similarly, the price of PL corresponds to point A
on the market supply curve; producers are willing to produce only Q0 units at this price. Thus,
when the price is PL, there is a shortage of the good; that is, there is not enough of the good to
satisfy all consumers willing to purchase it at that price.
Do not be confused by the fact that the price ceiling is below the initial equilibrium price; the term
ceiling refers to that price being the highest permissible price in the market. It does not refer to a
price set above the equilibrium price. In fact, if a ceiling were imposed above the equilibrium price,
it would be ineffective; the equilibrium price would be below the maximum legal price.
Given the regulated price of Pc, quantity demanded exceeds quantity supplied by the distance
from A to B in Figure 2–11; there is a shortage of Qd − Qs units. The reason for the shortage is
twofold.
First, producers are willing to produce less at the lower price, so the available quantity is reduced
from Qe to Qs. Second, consumers wish to purchase more at the lower price; thus, quantity
demanded increases from Qe to Qd. The result is that there is not enough of the good to satisfy all
consumers willing and able to purchase it at the price ceiling.
In contrast to the case of a price ceiling, sometimes the equilibrium competitive price may be
considered too low for sellers. In these instances, individuals may lobby for the government to
legislate a minimum legal price for a good. Such a price is called a price floor. Perhaps the best-
known price floor is the minimum wage, the lowest legal wage that can be paid to workers.
If the equilibrium price is above the price floor, the price floor has no effect on the market. But if
the price floor is set above the competitive equilibrium level, such as Pf in Figure 2–12, there is an
effect. Specifically, when the price floor is set at Pf, quantity supplied is Qs and quantity demanded
is Qd. In this instance, more is produced than consumers are willing to purchase at that price, and a
surplus develops. In the context of the labor market, there are more people looking for work than
there are jobs to go around at that wage, and unemployment results. In the context of a product
market, the surplus translates into unsold inventories. In a free market, price would fall to alleviate
the unemployment or excess inventories, but the price floor prevents this mechanism from working.
Buyers end up paying a higher price and purchasing fewer units.
When price floors are above the equilibrium price, there will be consumers with willingness-to-pay
that is more than production costs but is less than the price floor. These consumers will be unable
to purchase when the price floor is in place, which results in a loss of social welfare. The dollar
value of the lost social welfare is given by the blue triangle in Figure 2–12. Similar to the case of a
price ceiling, the lost social welfare is the vertical difference between the demand and supply curve
for all units between Qd and Qe. The difference is that the constraint on units purchased for a price
floor comes from constrained quantity demanded—in response to a price floor that is higher than
Pe— rather than constrained quantity supplied—in response to a price ceiling that is lower than Pe.
The area of the blue triangle in Figure 2–12 is deadweight loss.
When a price floor is a minimum wage, the deadweight loss that results is fully captured by the blue
triangle in Figure 2–12. However, when the price floor applies to a product, the deadweight loss can
be even greater. How much additional deadweight loss there is depends on what happens to the
unsold inventories. One possibility is that the government purchases and discards the surplus. This
is the case with price floors on many agricultural products, such as cheese. This type of price floor,
where the government purchases the surplus, is called a price support.
The study of the movement from one equilibrium to another is known as comparative static
analysis. Throughout this analysis, we assume that no legal restraints, such as price ceilings or
floors, are in effect and that the price system is free to work to allocate goods among consumers.
Suppose that The Wall Street Journal reports that consumer incomes are expected to rise by about
2.5 percent over the next year, and the number of individuals over 25 years of age will reach an all-
time high by the end of the year. We can use our supply and demand apparatus to examine how
these changes in market conditions will affect car rental agencies like Avis, Hertz, and National. It
seems reasonable to presume that rental cars are normal goods: A rise in consumer incomes will
most likely increase the demand for rental cars. The increased number of consumers aged 25 and
older will also increase demand since at many locations those who rent cars must be at least 25
years old.
We illustrate the ultimate effect of this increase in the demand for rental cars in Figure 2–13. The
initial equilibrium in the market for rental cars is at point A, where demand curve D0 intersects the
market supply curve S. The changes reported in The Wall Street Journal suggest that the demand
for rental cars will increase over the next year, from D0 to some curve like D1. The equilibrium
moves to point B, where car rental companies rent more cars and charge a higher price than before
the demand increase.
We can also use our supply and demand framework to predict how changes in one or more supply
shifters will affect the equilibrium price and quantity of goods or services.
Nature of the Change Increase in Demand Decrease in Demand
Increase in Supply Price: Ambiguous Price: Decreases
Quantity: Increases Quantity: Ambiguous
Decrease in Supply Price: Increases Price: Ambiguous
Quantity: Ambiguous Quantity: Decreases
Supply and demand analysis is a qualitative tool that, like the genie, empowers managers by
enabling them to see the “big picture.” It is a qualitative forecasting tool you can use to predict
trends in competitive markets, including changes in the prices of your firm’s products, related
products (both substitutes and complements), and the prices of inputs (such as labor services) that
are necessary for your operations.
Chapter 3
The primary tool used to determine the magnitude of such a change is elasticity analysis. Indeed,
the most important concept introduced in this chapter is elasticity. Elasticity is a very general
concept. An elasticity measures the responsiveness of one variable to changes in another variable.
The sign of the elasticity determines the relationship between G and S. If the elasticity is positive,
an increase in S leads to an increase in G. If the elasticity is negative, an increase in S leads to a
decrease in G.
Whether the absolute value of the elasticity is greater or less than 1 determines how responsive G is
to changes in S. If the absolute value of the elasticity is greater than 1, the numerator is larger than
the denominator in the elasticity formula, and we know that a small percentage change in S will lead
to a relatively large percentage change in G. If the absolute value of the elasticity is less than 1, the
numerator is smaller than the denominator in the elasticity formula. In this instance, a given
percentage change in S will lead to a relatively small percentage change in G. It is useful to keep
these points in mind as we define some specific elasticities.
Conceptually, the quantity consumed of a good is relatively responsive to a change in the price of the
good when demand is elastic and relatively unresponsive to changes in price when demand is
inelastic. This means that price increases will reduce consumption very little when demand is
inelastic. However, when demand is elastic, a price increase will reduce consumption considerably.
If demand is elastic, an increase (decrease) in price will lead to a decrease (increase) in total
revenue. If demand is inelastic, an increase (decrease) in price will lead to an increase (decrease) in
total revenue. Total revenue is maximized at the point where demand is unitary elastic.
One key determinant of the elasticity of demand for a good is the number of close substitutes for
that good. Intuitively, the more substitutes available for the good, the more elastic the demand for
it. In these circumstances, a price increase leads consumers to substitute toward another product,
thus reducing considerably the quantity demanded of the good. When there are few close
substitutes for a good, demand tends to be relatively inelastic. This is because consumers cannot
readily switch to a close substitute when the price increases.
The sign of the elasticity determines the relationship between G and S. If the elasticity is positive,
an increase in S leads to an increase in G. If the elasticity is negative, an increase in S leads to a
decrease in G.
Whether the absolute value of the elasticity is greater or less than 1 determines how responsive G is
to changes in S. If the absolute value of the elasticity is greater than 1, the numerator is larger than
the denominator in the elasticity formula, and we know that a small percentage change in S will lead
to a relatively large percentage change in G. If the absolute value of the elasticity is less than 1, the
numerator is smaller than the denominator in the elasticity formula. In this instance, a given
percentage change in S will lead to a relatively small percentage change in G. It is useful to keep
these points in mind as we define some specific elasticities.
Demand tends to be more inelastic in the short term than in the long term. The more time
consumers have to react to a price change, the more elastic the demand for the good. Conceptually,
time allows the consumer to seek out available substitutes. For example, if a consumer has 30
minutes to catch a flight, he or she is much less sensitive to the price charged for a taxi ride to the
airport than would be the case if the flight were several hours later. Given enough time, the
consumer can seek alternative modes of transportation such as a bus, a friend’s car, or even on foot.
But in the short term, the consumer does not have time to seek out the available substitutes, and
the demand for taxi rides is more inelastic.
Given the general notion of an elasticity, it is not difficult to conceptualize how the impact of
changes in other variables, such as advertising, may be analyzed in elasticity terms. For example,
the own advertising elasticity of demand for good X is the ratio of the percentage change in the
consumption of X to the percentage change in advertising spent on X. The cross-advertising
elasticity between goods X and Y would measure the percentage change in the consumption of X
that results from a 1 percent change in advertising directed toward Y.
The econometrician uses a regression software package to find the values of a and b that minimize
the sum of the squared deviations between the actual points and the line. In essence, the regression
line is the line that minimizes the squared deviations between the line (the expected relation) and
the actual data points. These values of a and b, which frequently are denoted â and bˆ, are called
parameter estimates, and the corresponding line is called the least squares regression.
The standard error of each estimated coefficient is a measure of how much each estimated
coefficient would vary in regressions based on the same underlying true demand relation, but with
different observations. The smaller the standard error of an estimated coefficient, the smaller the
variation in the estimate given data from different outlets (different samples of data).
Given a set of standard, but somewhat technical, assumptions about the regression model, data
sampling, and means of the errors, the least squares estimates are unbiased estimators of the true
demand parameters. If, in addition, the ei’s are independently and identically distributed normal
random variables (in short, lid normal random variables) with constant variance, the reported
standard errors of the estimated coefficients can be used to construct confidence intervals and to
perform significance tests.
When the t-statistic for a parameter estimate is large in absolute value, then you can be confident
that the true parameter is not zero. The reason for this is that when the absolute value of the t-
statistic is large, the standard error of the parameter estimate is small relative to the absolute value
of the parameter estimate. Thus, one can be more confident that, given a different sample of data
drawn from the true model, the new parameter estimate will be in the same ballpark. A useful rule
of thumb is that if the absolute value of a t-statistic is greater than or equal to 2, then the
corresponding parameter estimate is statistically different from zero. Regression packages report
P-
values, which are a much more precise measure of statistical significance. Usually, P-values of .05 or
lower are considered low enough for a researcher to be confident that the estimated coefficient is
statistically significant. If the P-value is .05, we say that the estimated coefficient is statistically
significant at the 5 percent level.
The closer the R-square is to 1, the “better” the overall fit of the estimated regression equation to
the actual data. Unfortunately, there is no simple cutoff that can be used to determine whether an
R- square is close enough to 1 to indicate a “good” fit. With time series data, R-squares are often in
excess of .9; with cross-sectional data, R-squares below .2 are not uncommon. Thus, a major
drawback of the R-square is that it is a subjective measure of goodness of fit.
Another problem with the R-square is that it cannot decrease when additional explanatory
variables are included in the regression. Thus, if we included income, advertising, and other
explanatory variables in our regression, but held other things constant, we would almost surely
get a higher R-square. Eventually, when the number of estimated coefficients increased to the
number of observations, we would end up with an R-square of 1. Sometimes, the R-square is very
close to 1 merely because the number of observations is small relative to the number of estimated
parameters. This situation is undesirable from a statistical viewpoint because it can provide a very
misleading indicator of the goodness of fit of the regression line.
While the R-square and adjusted R-square of a regression both provide a gauge of the overall fit of a
regression, we note that there is no universal rule for determining how “high” they must be to
indicate a good fit. An alternative measure of goodness of fit, called the F-statistic, does not suffer
from this shortcoming. The F-statistic provides a measure of the total variation explained by the
regression relative to the total unexplained variation. The greater the F-statistic, the better the
overall fit of the regression line through the actual data.
Considering the following relationship between marginal revenue and elasticity of demand:
MR=P[(1+E)/E]. This formula simplifies notation by dropping subscripts: P is the price of the good
and E is the own price elasticity of demand for the good. Notice that when −∞ < E < −1, demand is
elastic, and the formula implies that MR is positive. When E = −1, demand is unitary elastic, and
marginal revenue is zero. As we learned in Chapter 1, the point where marginal revenue is zero
corresponds to the output at which total revenue is maximized. Finally, when −1 < E < 0, demand
is inelastic, and marginal revenue is negative.
Chapter 5
To begin our analysis, let us consider a production process that utilizes two inputs, capital and
labor, to produce output. We will let K denote the quantity of capital, L the quantity of labor, and Q
the level of output produced in the production process. Although we call the inputs capital and
labor, the general ideas presented here are valid for any two inputs. However, most production
processes involve machines of some sort (referred to by economists as capital) and people (labor),
and this terminology will serve to solidify the basic ideas.
The technology available for converting capital and labor into output is summarized in the
production function. The production function is an engineering relation that defines the maximum
amount of output that can be produced with a given set of inputs. Mathematically, the production
function is denoted as: Q = F(K,L) – that is, the maximum amount of output that can be produced
with K units of capital and L units of labor.
As a manager, your job is to use the available production function efficiently; this means that you
must determine how much of each input to use to produce output. In the short run, some factors of
production are fixed, and this limits your choices in making input decisions. For example, it takes
several years for automakers to develop and build new assembly lines for producing hybrids. The
level of capital is generally fixed in the short run. However, in the short run automakers can adjust
their use of inputs such as labor and steel; such inputs are called variable factors of production.
The short run is defined as the time frame in which there are fixed factors of production. To
illustrate, suppose capital and labor are the only two inputs in production and that the level
of capital is fixed in the short run. In this case, the only short-run input decision to be made
by a manager is how much labor to utilize. The short-run production function is essentially
only a function of labor since capital is fixed rather than variable. If K* is the fixed level of
capital, the short-run production function may be written as: Q = f(L) = F(K*,L)
The long run is defined as the horizon over which the manager can adjust all factors of production.
If it takes a company three years to acquire additional capital machines, the long run for its
management is three years, and the short run is less than three years.
The manager’s role in guiding the production process described earlier is twofold: (1) to ensure
that the firm operates on the production function and (2) to ensure that the firm uses the correct
level of inputs. These two aspects ensure that the firm operates at the right point on the production
function.
The second role of the manager is to ensure that the firm operates at the right point on the
production function. For a restaurant manager, this means hiring the “correct” number of servers.
To see how this may be accomplished, let us assume that the output produced by a firm can be sold
in a market at a price of $3. Furthermore, assume each unit of labor costs $400. How many units of
labor should the manager hire to maximize profits? To answer this question, we must first
determine the benefit of hiring an additional worker. Each worker increases the firm’s output by his
or her marginal product, and this increase in output can be sold in the market at a price of $3. Thus,
the benefit to the firm from each unit of labor is $3 × MPL. This number is called the value marginal
product of labor. The value marginal product of an input thus is the value of the output produced by
the last unit of that input. For example, if each unit of output can be sold at a price of P, the value
marginal product of labor is: VMPL = P ×MPL and the value marginal product of capital is: VMPK = P
×MPK
The linear production function is: Q = F(K,L) = aK + bL where a and b are constants. With a linear
production function, inputs are perfect substitutes. There is a perfect linear relationship between all
the inputs and total output. For instance, suppose it takes workers at a plant four hours to produce
what a machine can make in one hour. In this case the production function is linear with a = 4 and b
= 1: Q = F(K,L) = 4K + L
This is the mathematical way of stating that capital is always 4 times as productive as labor.
Furthermore, since F(5,2) = 4(5) + 1(2) = 22, we know that 5 units of capital and 2 units of labor
will produce 22 units of output.
The Leontief production function is given by: Q =F(K,L) = min {aK,bL} where a and b are constants.
The Leontief production function is also called the fixed-proportions production function because it
implies that inputs are used in fixed proportions. To see this, suppose the production function for a
word processing firm is Leontief, with a = b = 1; think of K as the number of keyboards and L as the
number of keyboarders. The production function then implies that one keyboarder and one
keyboard can produce one paper per hour, two keyboarders and two keyboards can produce two
papers per hour, and so forth. But how many papers can one keyboarder and five keyboards
produce per hour? The answer is only one paper. Additional keyboards are useful only to the
extent that additional keyboarders are available to use them. In other words, keyboards and
keyboarders must be used in the fixed proportion of one keyboarder for every keyboard.
Recall that the marginal product of an input is the change in output that results from a given change
in the input. When the production function is linear, the marginal product of an input has a very
simple representation, as the following formula reveals.
Formula: Marginal Product for a Linear Production Function. If the production function is linear and
given by: Q =F(K,L) = aK +bL then MPK =a and MPL =b
The marginal product of an input is the derivative of the production function with respect to
the input. Thus, the marginal product of labor is: MPL = ∂Q∂L and the marginal product of
capital is: MPK = ∂Q∂K
For the case of the linear production function: Q = aK + bL, MPK = ∂Q∂K = a, MPL = ∂Q∂L = b
Thus, for a linear production function, the marginal product of an input is simply the coefficient of
the input in the production function. This implies that the marginal product of an input is
independent of the quantity of the input used whenever the production function is linear; linear
production functions do not obey the law of diminishing marginal product.
The basic tool for understanding how alternative inputs can be used to produce output is an
isoquant. An isoquant defines the combinations of inputs (K and L) that yield the producer the same
level of output; that is, any combination of capital and labor along an isoquant produces the same
level of output.
Different production functions will imply different marginal rates of technical substitution. For
example, the linear production function implies isoquants that are linear, as in Figure 5-4(a). This is
because the inputs are perfect substitutes for each other and the rate at which the producer can
substitute between the inputs is independent of the level of input usage. Specifically, for the linear
production function Q = aK + bL, the marginal rate of technical substitution is b/a since MPL = b
and MPK = a. This is independent of the level of inputs utilized.
The Leontief production function, on the other hand, implies isoquants that are L shaped. In this
case, inputs must be used in fixed proportions; the manager cannot substitute between capital and
labor and maintain the same level of output. For the Leontief production function there is no MRTS
because there is no substitution among inputs along an isoquant. For most production relations, the
isoquants lie somewhere between the perfect-substitute and fixed-proportions cases. In these
instances, the inputs are substitutable for one another, but not perfectly, and the rate at which a
manager can substitute among inputs will change along an isoquant.
To see why this condition must hold to be able to minimize the cost of producing a given level of
output, suppose MPL/w > MPK/r. Then, on a last-dollar-spent basis, labor is a better deal than
capital, and the firm should use less capital and more labor to minimize costs. In particular, if the
firm reduced its expenditures on capital by $1, it could produce the same level of output if it
increased its expenditures on labor by less than $1. Thus, by substituting away from capital and
toward labor, the firm could reduce its costs while producing the same level of output. This
substitution clearly would continue until the marginal product per dollar spent on capital exactly
equaled the marginal product per dollar spent on labor.
To minimize the cost of producing a given level of output, the marginal product per dollar spent
should be equal for all inputs: MPLw = MPKr
Equivalently, to minimize the cost of production, a firm should employ inputs such that the marginal
rate of technical substitution is equal to the ratio of input prices: MPL/MPK= w/r
To minimize the cost of producing a given level of output, the firm should use less of an input and
more of other inputs when that input’s price rises.
In this section, we will assume that the cost function for a multiproduct firm is given by C(Q1, Q2),
where Q1 is the number of units produced of product 1 and Q2 is the number of units produced of
product 2. The multiproduct cost function thus defines the cost of producing Q1 units of product 1
and Q2 units of product 2 assuming all inputs are used efficiently. Notice that the multiproduct cost
function has the same basic interpretation as a single-output cost function. Unlike with a single-
product cost function, however, the costs of production depend on how much of each type of
output is produced.
Economies of scope exist when the total cost of producing Q1 and Q2 together is less than the total
cost of producing Q1 and Q2 separately, that is, when: C(Q1, 0) +C(0, Q2) > C(Q1, Q2). In a
restaurant, for example, to produce given quantities of steak and chicken dinners, it generally is
cheaper to produce both products in the same restaurant than to have two restaurants, one that
sells only chicken and one that sells only steak. The reason is, of course, that producing the
dinners separately would require duplication of many common factors of production, such as
ovens, refrigerators, tables, the building, and so forth.
Co t complementarities exist in a multiproduct cost function when the marginal cost of producing
one output is reduced when the output of another product is increased. Let C(Q1, Q2) be the cost
function for a multiproduct firm, and let MC1(Q1, Q2) be the marginal cost of producing the first
output. The cost function exhibits cost complementarity if: ΔMC1(Q1, Q2)ΔQ2 < 0 – that is, if an
increase in the output of product 2 decreases the marginal cost of producing product 1.
The multiproduct cost function: C(Q1, Q2) = f + aQ1Q2 + (Q1)2 + (Q2)2:
•exhibits cost complementarity whenever a < 0.
•exhibits economies of scope whenever f − aQ1Q2 > 0.
Chapter 6
A manager can use several approaches to obtain the inputs needed to produce a final product.
Consider the manager of a car rental company. One input needed to produce output (rental cars) is
automobile servicing (tune-ups, oil changes, lube jobs, and the like). The manager has three options:
(1) simply take the cars to a firm that services automobiles and pay the market price for the
services; (2) sign a contract with a firm that services automobiles and, when service is needed, pay
the price negotiated in the contract for that particular service; or (3) create within the firm a
division that services automobiles. Each of these methods of servicing automobiles generally will
imply different cost functions for producing car rental services. The manager’s job is to choose the
method that minimizes costs.
One method of acquiring inputs is to use spot exchange. Spot exchange occurs when the buyer and
seller of an input meet, exchange, and then go their separate ways. If the manager of a car rental
company simply takes a car to one of many firms that provide automobile servicing and pays for
the services, the manager has used spot exchange to obtain automobile servicing. With the spot
exchange, buyers and sellers essentially are “anonymous”; the parties may make an exchange
without even knowing each other’s names, and there is no formal (legal) relationship between
buyer and seller.
A key advantage of acquiring inputs with spot exchange is that the firm gets to specialize in doing
what it does best: converting the inputs into output. The input manufacturer specializes in what it
does best: producing inputs. Spot exchange often is used when inputs are “standardized.” In that
case, one simply purchases the desired input from one of many suppliers that will sell the input.
A contract is a legal document that creates an extended relationship between a particular buyer and
seller of an input. It specifies the terms under which they agree to exchange over a given time
horizon, say, three years. For example, the manager of a car rental firm might choose to formalize
her relationship with a particular firm that services automobiles by signing a contract. Such a
contract specifies the range of services covered, the price of each service, and the hours during
which the cars will be serviced. As long as the service requirements for the automobiles are
understood beforehand, the parties can address all the important issues in the written contract.
By acquiring inputs with contracts, the purchasing firm enjoys the benefits of specializing in what it
does best because the other firm actually produces the inputs the purchasing firm needs. Contracts
also allow the purchasing firm a greater ability to purchase “nonstandard” inputs for which there
may not be many suppliers. This method of obtaining inputs works well when it is relatively easy
to write a contract that describes the characteristics of the inputs needed. One key disadvantage of
contracts is that they are costly to write; it takes time, and often legal fees, to draw up a contract
that specifies precisely the obligations of both parties. Also, it can be extremely difficult to cover all
the contingencies that could occur in the future. Thus, in complex contracting environments,
contracts will necessarily be incomplete.
Finally, a manager may choose to produce the inputs needed for production within the firm. In this
situation the manager of the car rental company dispenses with outside service firms entirely. She
sets up a facility to service the automobile fleet with her own employees as service personnel. The
firm thus bypasses the service market completely and does the work itself. When a firm shuns other
suppliers and chooses to produce an input internally, it has engaged in vertical integration.
With vertical integration, however, a firm loses the gains in specialization it would realize were the
inputs purchased from an independent supplier. Moreover, the firm now has to manage the
production of inputs as well as the production of the final product produced with those inputs.
This leads to the bureaucratic costs associated with a larger organization. On the other hand, by
producing the inputs it needs internally, the firm no longer has to rely on other firms to provide
the desired inputs. This allows the firm to utilize highly “nonstandard” inputs, even those for
which writing a contract with an outside supplier would be difficult.
When a firm acquires an input, it may incur costs in excess of the actual amount paid to the input
supplier. These costs are known as transaction costs and play a crucial role in determining optimal
input procurement.
The transaction costs of acquiring an input are the costs of locating a seller of the input, negotiating
a price at which the input will be purchased, and putting the input to use. Transaction costs include:
•The cost of searching for a supplier willing to sell a given input.
•The costs of negotiating a price at which the input will be purchased. These costs may be
in terms of the opportunity cost of time, legal fees, and so forth.
•Other investments and expenditures required to facilitate exchange.
Some important transaction costs, however, are less obvious. To understand these “hidden”
transaction costs, we must distinguish between transaction costs that are specific to a particular
trading relationship and those that are general in nature. The key to this distinction is the notion of
a specialized investment. A specialized investment is simply an investment in a particular exchange
that cannot be recovered in another trading relationship. For example, suppose that to ascertain
the quality of bolts, it is necessary to spend $100 on a machine that tests the bolts’ strength. If the
machine is useful only for testing a particular manufacturer’s bolts and the investment in the
machine is a sunk (and therefore nonrecoverable) cost, it is a specialized investment. In contrast, if
the machine can be resold at its purchase price or used to test the quality of bolts produced by
other firms, it does not represent a specialized investment.
Site specificity occurs when the buyer and the seller of an input must locate their plants close to
each other to be able to engage in exchange. For example, electric power plants often locate close to
a particular coal mine to minimize the transportation costs of obtaining coal; the output
(electricity) is less expensive to ship than the input (coal). The cost of building the two plants close
to each other represents a specialized investment that would have little value if the parties were
not involved in exchange.
Physical-asset specificity refers to a situation where the capital equipment needed to produce an
input is designed to meet the needs of a particular buyer and cannot be readily adapted to produce
inputs needed by other buyers. For example, if producing a lawn mower engine requires a special
machine that is useful only for producing engines for a particular buyer, the machine is a specific
physical asset for producing the engines.
Dedicated assets are general investments made by a firm that allow it to exchange with a particular
buyer. For example, suppose a computer manufacturer opens a new assembly line to enable it to
produce enough computers for a large government purchaser. If opening the new assembly line is
profitable only if the government actually purchases the firm’s computers, the investment
represents a dedicated asset.
A fourth type of specialized investment is human capital. In many employment relationships,
workers must learn specific skills to work for a particular firm. If these skills are not useful
or transferable to other employers, they represent a specialized investment.
Now that you have a broad understanding of specialized investments and relationship-specific
exchange, we will consider how the presence of specialized investments can affect the transaction
costs of acquiring inputs. Specialized investments increase transaction costs because they lead to
costly bargaining, underinvestment, and opportunism.
In situations where transaction costs are low and the desired input is of uniform quality and sold by
many firms, the price of the input is determined by the forces of supply and demand. When
specialized investments are not required to facilitate exchange, very little time is expended
negotiating a price. The scenario differs, however, if specialized investments are required to obtain
the input.
Specialized investments imply that only a few parties are prepared for a trading relationship. There
is no other supplier capable of providing the desired input at a moment’s notice; obtaining the
input the buyer needs requires making a specialized investment before the input becomes
available.
Consequently, there generally is no “market price” for the input; the two parties in the relationship-
specific exchange bargain with each other over a price at which the input will be bought and sold.
The bargaining process generally is costly, as each side employs negotiators to obtain a more
favorable price. The parties may also behave strategically to enhance their bargaining positions. For
example, the buyer may refuse to accept delivery to force the seller to accept a lower price.
Ultimatums may be given. The supplier may reduce the quality of the input and the buyer may
complain about the input’s quality through company attorneys. All of these factors generate
transaction costs as the two firms negotiate a price for the input.
The most straightforward way for a firm to obtain inputs for a production process is to use spot
exchange. If there are no transaction costs and there are many buyers and sellers in the input
market, the market price (say, p*) is determined by the intersection of the supply and demand
curves for the input. The manager can easily obtain the input from a supplier chosen at random by
paying a price of p* per unit of input. If any supplier attempted to charge a price greater than p*, the
manager could simply decline and purchase the input from another supplier at a price of p*.
Why, then, would a manager ever wish to bear the expense of drafting a contract or have the firm
expend resources to integrate vertically and manufacture the inputs itself? The reason is that in the
presence of specialized investments, spot exchange does not insulate a buyer from opportunism,
and the parties may end up spending considerable time bargaining over the price and incur
substantial costs if negotiations break down. These problems will occur each time the buyer
attempts to obtain additional units of the input. Also, as we noted earlier, the input purchased may
be of inferior quality due to underinvestment in specialized investments needed to facilitate the
exchange.
Given the prospect of the hold-up problem and a need to bargain over price each time an input is to
be purchased, an alternative strategy is to acquire an input from a particular supplier under an
appropriately structured contract. While a contract often requires substantial up-front
expenditures in terms of negotiations, attorneys’ fees, and the like, it offers several advantages.
First, a contract can specify prices of the input before the parties make specialized investments.
This feature reduces the magnitude of costly opportunism down the road. For example, if the
manager in Demonstration Problem 6–2 had written a contract that specified a price and a quantity
of ground beef before the specialized investments were made, they would not have been subject to
the hold-up problem. Both parties would have been legally obligated to honor the contracted price
and quantity.
Second, by guaranteeing an acceptable price for both parties for an extended time horizon, a
contract reduces the incentive for either the buyer or the seller to skimp on the specialized
investments required for the exchange. For example, a worker who has a contract that guarantees
employment with a particular firm for three years will have a greater incentive to invest in human
capital specific to that firm. Similarly, if the firm knows the worker will be around for three years, it
will be willing to invest in more training for the worker.
When specialized investments generate transaction costs (due to opportunism, bargaining costs, or
underinvestment), and when the product being purchased is extremely complex or the economic
environment is plagued by uncertainty, complete contracts will be extremely costly or even
impossible to write. The only choice left is for the firm to set up a facility to produce the input
internally. This process is referred to as vertical integration because it entails the firm moving
farther up the production stream toward increasingly basic inputs. For example, most automobile
manufacturers make their own fenders from sheet steel and plastics, having vertically integrated
up the production stream from automobile assembly to the fabrication of body parts.
The advantage of vertical integration is that the firm “skips the middleman” by producing its own
inputs. This reduces opportunism by uniting previously distinct firms into divisions of a single,
integrated firm. While this strategy might seem desirable in general because it mitigates
transaction costs by eliminating the market, this approach has some disadvantages as well.
Managers must replace the discipline of the market with an internal regulatory mechanism, a
formidable task to anyone familiar with the failure of central planning often encountered in
nonmarket economies. In addition, the firm must bear the cost of setting up production facilities for
producing a product that, at best, may be tangentially related to the firm’s main line of business; the
firm no longer specializes in doing what it does best. Because of these difficulties, vertical
integration should be viewed as a last resort, undertaken only when spot exchange or contracts
have failed.
When the desired input does not involve specialized investments, the firm can use spot exchange to
obtain the input without concern for opportunism and bargaining costs. By purchasing the input
from a supplier, the firm can specialize in doing what it does best rather than spending money
writing contracts or engaging in vertical integration.
When substantial specialized investments are required to facilitate exchange, managers should
think twice about using spot exchange to purchase inputs. Specialized investments lead to
opportunism, bargaining costs, and underinvestment, and these transaction costs of using spot
exchange often can be reduced by using some other method to acquire an input. When the
contracting environment is simple and the cost of writing a contract is less than the transaction
costs associated with spot exchange, it is optimal to acquire the input through a contract. In
this case, the optimal contract length is determined by the intersection of the marginal cost and
marginal benefits of writing a longer contract.
Finally, when substantial specialized investments are required and the desired input has complex
characteristics that are difficult to specify in a contract, or when it is very costly to write into the
contract all the clauses needed to protect the parties from changes in future conditions, the
manager should integrate vertically to minimize the cost of acquiring inputs needed for
production
—provided the costs of integration are not too high. In this instance, the firm produces the input
internally. The firm no longer specializes in doing what it does best, but the elimination of
opportunism, bargaining, and underinvestment more than makes up for lack of specialization.
By creating a firm, an owner enjoys the benefits of reduced transaction costs. But when ownership
is separated from control, the principal–agent problem emerges: If the owner is not present to
monitor the manager, how can she get the manager to do what is in her best interest?
The essence of the problem is that the manager likes to earn income, but he also likes to
consume leisure. Clearly, if the manager spent every waking hour on the job, he would be unable to
consume any leisure. But the less time he spends on the job, the more time he has for ball games,
fishing trips, and other activities that he values. The job description indicates that the manager is
supposed to spend eight hours per day on the job. The important question, from the owner’s point
of view, is how much leisure (shirking) the manager will consume while on the job. Shirking may
take the form of excessive coffee breaks, long lunch hours, leaving work early, or, in the extreme
case, not showing up on the job at all. Note that while the manager enjoys shirking, the owner
wants the manager to work hard to enhance profits.
How can the owner of the firm get the manager to spend time monitoring the production
process? You might think if she paid the manager a higher salary, the manager would work
harder. But this will not work when the owner cannot observe the manager’s effort; the
employment contract is such that there is absolutely no cost to the manager of shirking. Many
managers would prefer to earn money without having to work for it, and such a contract allows
this manager to do just that.
Suppose the owner of the firm offers the manager the following incentive contract: The
manager is to receive 10 percent of profits (gross of managerial compensation) earned by the firm.
Table 6–2 summarizes the implications of such a contract. Note that if the manager spends eight
hours shirking, profits are zero and the manager earns nothing. But if the manager does not shirk at
all, the firm earns $3 million in gross profits and the manager receives compensation equal to 10
percent of those profits: $300,000.
Exactly what the manager does under the profit-sharing compensation scheme depends on
his preferences for leisure and money. But one thing is clear: If the manager wants to earn income,
he cannot shirk the entire day. The manager faces a trade-off: He can consume more leisure on the
job, but at a cost of lower compensation. For example, suppose the manager has carefully
evaluated the trade-off between leisure on the job and income in Table 6–2 and wishes to earn
$250,000. He can achieve this by working five hours instead of shirking all day. What is the impact
of the profit- sharing plan on the owner of the firm? The manager has decided to work five hours
to earn
$250,000 in compensation. The five hours of managerial effort generate $2.5 million in gross profits
for the firm. Thus, by making managerial compensation dependent on performance, the gross
profits for the owner rise from zero (under the fixed-salary arrangement) to$2.5 million. Note that
even after deducting the manager’s compensation, the owner ends up with a hefty $2,500,000 −
$250,000 = $2.25 million in profits. The performance bonus has increased not only the manager’s
earnings, but also the owner’s net profits.
Typically the chief executive officer of a corporation receives stock options and other
bonuses directly related to profits. It may be tempting to argue that a CEO who earns over $1
million per year is receiving excessive compensation. What is important, however, is how the
executive earns the $1 million. If the earnings are due largely to a performance bonus, it could be a
big mistake to reduce the executive’s compensation. This point is important because the media
often imply that it is unfair to heavily reward CEOs of major corporations. Remember, however,
that performance-based rewards benefit stockholders as well as CEOs, and reducing such rewards
may result in declining profits for the firm.
The preceding analysis focused on factors within the firm that provide the manager with an
incentive to maximize profits. In addition, forces outside the firm often provide managers with an
incentive to maximize profits.
Managers have increased job mobility when they can demonstrate to other firms that they have the
managerial skills needed to maximize profits. It is costly to be an effective manager; many hours
must be spent supervising workers and planning production outlays. These costs represent an
investment by the manager in a reputation for being an excellent manager. In the long run, this
reputation can be sold at a premium in the market for managers, where other firms compete for
the right to hire the best managers. Thus, even when the employment contract does not explicitly
include a performance bonus, a manager may choose to do a good job of running the firm if he or
she wishes to work for another firm at some future date.
Another external force that provides managers with an incentive to maximize profits is the threat
of a takeover. If a manager is not operating the firm in a profit-maximizing manner, investors will
attempt to buy the firm and replace management with new managers who will. By installing a
better manager, the firm’s profits will rise and the value of the firm’s stock will increase. Thus, one
cost to a manager of doing a poor job of running the firm is the increased likelihood of a takeover.
To avoid paying this cost, managers will work harder than they otherwise would, even if they are
paid only a fixed salary.
When we introduced the principal–agent problem, the owner of the firm was viewed as having
different objectives from the manager. There is nothing special about the owner–manager
relationship that gives rise to the principal–agent problem; indeed, there is a similar problem
between the manager and the employees she or he supervises.
One mechanism the manager can use to enhance workers’ efforts is profit sharing—making the
workers’ compensation dependent on the underlying profitability of the firm. Offering workers
compensation that is tied to underlying profitability provides an incentive for workers to put forth
more effort.
Another mechanism for inducing greater effort by workers is revenue sharing—linking
compensation to the underlying revenues of the firm. Examples of this type of incentive scheme
include tips and sales commissions. Food servers usually receive a very low wage, plus tips. Tips
are simply a commission paid by the person being served. If the server does a terrible job, the tip is
low; if the server does an excellent job, the tip usually is higher. Similarly, car salespeople and
insurance agents usually receive a percentage of the sales they generate. The idea behind all these
compensation schemes is that it is difficult, if not impossible, for the manager to monitor these
people’s efforts, and there is uncertainty regarding what final sales will be. By making these
workers’ incomes dependent on their performance, the manager gives workers an incentive to
work harder than they otherwise would. By working harder, they benefit both the firm and
themselves.
Revenue sharing is particularly effective when worker productivity is related to revenues rather
than costs. For example, a restaurant manager can design a contract whereby servers get some
fraction of a tip; the tip is presumed to be an increasing function of the servers’ quality
(productivity). The manager of a sales firm can provide incentives to employees by paying them a
percentage of the sales they generate. In contrast, a retail store that hires a security guard to
prevent shoplifting will likely find revenue sharing with the security guard to be ineffective; his
productivity is much more strongly related to the store’s costs compared to its revenues.
One problem with revenue-based incentive schemes is that they do not provide an incentive for
workers to minimize costs. For example, a food server may attempt to collect a big tip by offering
the customer larger portions, free drinks, and the like, which will enhance the tip at the expense of
the restaurant’s costs.
An alternative compensation method is to pay workers based on a piece rate rather than on a fixed
hourly wage. For example, by paying a data entry clerk a fixed amount per word entered into the
firm’s database, the payment to the clerk depends on the output produced. To earn more money, the
clerk must enter more words into the firm’s database during a given time period.
A potential problem with paying workers based on a piece rate is that effort must be expended in
quality control; otherwise, workers may attempt to produce quantity at the expense of quality.
One advantage of revenue or profit sharing is that it reduces the incentive to produce low-quality
products. Lower quality reduces sales, thus reducing compensation to those receiving revenue- or
profit-sharing incentives.
Chapter 7
Market structure refers to factors such as the number of firms that compete in a market, the
relative size of the firms (concentration), technological and cost conditions, demand conditions,
and the ease with which firms can enter or exit the industry. Different industries have different
structures, and these structures affect the decisions the prudent manager will make.
Concentration ratios measure how much of the total output in an industry is produced by the
largest firms in that industry. The most common concentration ratio is the four-firm concentration
ratio (C4). The four-firm concentration ratio is the fraction of total industry sales produced by the
four largest firms in the industry.
When an industry is composed of a very large number of firms, each of which is very small, the
four- firm concentration ratio is close to zero. When four or fewer firms produce all of an industry’s
output, the four-firm concentration ratio is 1. The closer the four-firm concentration ratio is to zero,
the less concentrated is the industry; the closer the ratio is to 1, the more concentrated is the
industry.
Another measure of concentration is the Herfindahl-Hirschman index. The Herfindahl-Hirschman
index (HHI) is the sum of the squared market shares of firms in a given industry, multiplied by
10,000 to eliminate the need for decimals. By squaring the market shares before adding them up,
the index weights firms with high market shares more heavily.
The value of the Herfindahl-Hirschman index lies between 0 and 10,000. A value of 10,000
arises when a single firm (with a market share of w1 = 1) exists in the industry. A value of
zero results when there are numerous infinitesimally small firms.
There are several reasons that inferences drawn about an industry’s level of concentration may
differ, depending on whether one uses the four-firm concentration or HHI:
First, the four-firm concentration ratio is based on the market shares of only the four largest
firms in an industry, while the Herfindahl-Hirschman index is based on the market shares of
all firms in an industry. In other words, the four-firm concentration ratio does not take into
account the fifth largest firm, whereas the Herfindahl-Hirschman index does. Second, the
HHI is based on squared market shares, while the four-firm concentration ratio is not.
Consequently, the Herfindahl-Hirschman index places a greater weight on firms with large
market shares than does the four-firm concentration ratio. These two factors can lead to
differences in the ranking of firms by the C4 and the HHI.
Statistics and other data should always be interpreted with caution, and the preceding measures of
concentration are no exception. For instance, the HHI indexes reported in Table 7–2 are only
approximations because the Census Bureau uses data on only the top 50 firms in the industry
rather than data on all firms in the industry. In concluding our discussion of the concentration of
U.S. industries, it is important to point out three additional limitations of the numbers reported in
Table 7–2.
The four-firm concentration ratios and Herfindahl-Hirschman indexes reported in Table 7–
2 are based on a definition of the product market that excludes foreign imports. That is, in
calculating C4 and HHI, the Bureau of the Census does not take into account the penetration
by foreign firms into U.S. markets. This tends to overstate the true level of concentration in
industries in which a significant number of foreign producers serve the market.
For example, consider the four-firm concentration ratio for the brewery industry. Based on
Table 7–2, the top four U.S. firms account for 90 percent of industry sales. However, this
figure ignores beer produced by the many well-known breweries in Mexico, Canada, Europe,
Australia, and Asia. The four-firm concentration ratio based on both domestic and imported
beer would be considerably lower.
A second deficiency in the numbers reported in Table 7–2 is that they are based on figures
for the entire United States. In many industries, the relevant markets are local and may be
composed of only a few firms. When the relevant markets are local, the use of national data
tends to understate the actual level of concentration in the local markets.
For example, suppose that each of the 50 states had only one gasoline station. If all gasoline
stations were the same size, each firm would have a market share of only 1/50. The four-
firm concentration ratio, based on national data, would be 4/50, or 8 percent. This would
suggest that the market for gasoline services is not very concentrated. However, it does a
consumer in central Texas little good to have gas stations in 49 other states since the
relevant market for buying gasoline for this consumer is his or her local market. Thus,
geographical differences among markets can lead to biases in concentration measures.
In summary, indexes of market structure based on national data tend to understate the
degree of concentration when the relevant markets are local.
The geographic definition of the relevant market (local or national) can lead to a bias in
concentration ratios. Similarly, the definition of product classes used to define an industry also
affects indexes.
Industries also differ with regard to the technologies used to produce goods and services. Some
industries are very labor intensive, requiring much labor to produce goods and services. Other
industries are very capital intensive, requiring large investments in plant, equipment, and machines
to be able to produce goods or services. These differences in technology give rise to differences in
production techniques across industries.
One measure of the elasticity of industry demand for a product relative to that of an individual
firm is the Rothschild index. The Rothschild index provides a measure of the sensitivity to price of
the product group as a whole relative to the sensitivity of the quantity demanded of a single firm
to a change in its price.
The Rothschild index takes on a value between 0 and 1. When the index is 1, the individual
firm faces a demand curve that has the same sensitivity to price as the market demand
curve. In contrast, when the elasticity of demand for an individual firm’s product is much
greater (in absolute value) than the elasticity of the market demand, the Rothschild index
is close to zero. In this instance, an individual firm’s quantity demanded is more sensitive
to a price increase than is the industry as a whole. In other words, when the Rothschild
index is less than 1, a 10 percent increase in one firm’s price will decrease that firm’s
quantity demanded by more than the total industry quantity would fall if all firms in the
industry increased their prices by 10 percent. The Rothschild index therefore provides a
measure of how price sensitive an individual firm’s demand is relative to the entire market.
When an industry is composed of many firms, each producing similar products, the
Rothschild index will be close to zero.
In some industries, it is relatively easy for new firms to enter the market; in others, it is more
difficult. The optimal decisions by firms in an industry will depend on the ease with which new
firms can enter the market.
Numerous factors can create a barrier to entry, making it difficult for other firms to enter an
industry. One potential barrier to entry is the explicit cost of entering an industry, such as capital
requirements. Another is patents, which give owners of patents the exclusive right to sell their
products for a specified period of time.
Economies of scale also can create a barrier to entry. In some markets, only one or two firms exist
because of economies of scale. If additional firms attempted to enter, they would be unable to
generate the volume necessary to enjoy the reduced average costs associated with economies of
scale. As we will learn in subsequent chapters, barriers to entry have important implications for
the long-run profits a firm will earn in a market.
Firms in some industries charge higher markups than firms in other industries. To illustrate this
fact, we introduce what economists refer to as the Lerner index. Thus, the Lerner index measures
the difference between price and marginal cost as a fraction of the price of the product.
When a firm sets its price equal to the marginal cost of production, the Lerner index is zero;
consumers pay a price for the product that exactly equals the cost to the firm of producing
another unit of the good. When a firm charges a price that is higher than marginal cost, the
Lerner index takes on a value greater than zero, with the maximum possible value being
unity. The Lerner index therefore provides a measure of how much firms in an industry
mark up their prices over marginal cost. The higher the Lerner index, the greater the firm’s
markup. In industries in which firms rigorously compete for consumer sales by attempting
to charge the lowest price in the market, the Lerner index is close to zero. When firms do
not rigorously compete for consumers through price competition, the Lerner index is closer
to 1.
The Lerner index is related to the markup charged by a firm.
In the equation 1/(1 − L) is the markup factor. It defines the factor by which marginal cost
is multiplied to obtain the price of the good. When the Lerner index is zero, the markup
factor is 1, and thus the price is exactly equal to marginal cost. If the Lerner index is 1/2,
the markup factor is 2. In this case, the price charged by a firm is two times the marginal
cost of production.
Mergers can result from an attempt by firms to reduce transaction costs, reap the benefits of
economies of scale and scope, increase market power, or gain better access to capital markets. Some
mergers are “friendly” in that both firms desire to merge into a single firm. Others are “hostile,”
meaning that one of the firms does not desire the merger to take place.
In some instances, mergers or takeovers occur because it is perceived that the management of one
of the firms is doing an inadequate job of managing the firm. In this instance, the benefit of the
takeover is the increased profits that result from “cleaning house,” that is, firing the incompetent
managers. Many managers fear mergers and acquisitions because they are uncertain about the
impact of a merger on their positions.
Economists distinguish among three types of integration, or mergers: vertical, horizontal, and
conglomerate.
Vertical integration refers to a situation where various stages in the production of a single
product are carried out in a single firm. For instance, an automobile manufacturer that
produces its own steel, uses the steel to make car bodies and engines, and finally sells an
automobile is vertically integrated. This is in contrast to a firm that buys car bodies and
engines from other firms and then assembles all the parts supplied by the different
suppliers. A vertical merger is the integration of two or more firms that produce
components for a single product. Firms vertically integrate to reduce the transaction costs
associated with acquiring inputs.
In contrast to vertical integration, which occurs because this strategy reduces transaction
costs, the primary reasons firms engage in horizontal integration are to enjoy the cost
savings of economies of scale or scope and to enhance their market power. In some
instances, horizontal integration allows firms to enjoy economies of scale and scope, thus
leading to cost savings in producing the good. As a general rule, these types of horizontal
mergers are socially beneficial. On the other hand, a horizontal merger, by its very
definition, reduces the number of firms that compete in the product market. This tends to
increase both the four-firm concentration ratio and the HHI for the industry, which reflects
an increase in the market power of firms in the industry. The social benefits of the reduced
costs due to a horizontal merger must be weighed against the social costs associated with a
more concentrated industry.
A conglomerate merger involves the integration of different product lines into a single firm.
For example, if a cigarette maker and a cookie manufacturer merged into a single firm, a
conglomerate merger would result. A conglomerate merger is similar to a horizontal
merger in that it involves merging final products into a single firm. It differs from a
horizontal merger because the final products are not related.
One way firms gain a technological advantage is by engaging in research and development (R&D)
and then obtaining a patent for the technology developed through the R&D.
Performance refers to the profits and social welfare that result in a given industry. It is important for
future managers to recognize that profits and social welfare vary considerably across industries.
The Dansby-Willig (DW) performance index measures how much social welfare (defined as the sum
of consumer and producer surplus) would improve if firms in an industry expanded output in a
socially efficient manner. If the DW index for an industry is zero, there are no gains to be obtained
by inducing firms in the industry to alter their outputs; consumer and producer surplus are
maximized given industry demand and cost conditions. When the index is greater than zero, social
welfare would improve if industry output were expanded.
The structure of an industry refers to factors such as technology, concentration, and market
conditions. Conduct refers to how individual firms behave in the market; it involves pricing
decisions, advertising decisions, and decisions to invest in research and development, among other
factors. Performance refers to the resulting profits and social welfare that arise in the market. The
structure–conduct–performance paradigm views these three aspects of industry as being
integrally related.
The causal view of industry asserts that market structure “causes” firms to behave in a certain way.
In turn, this behavior, or conduct, “causes” resources to be allocated in certain ways, leading to
either “good” or “poor” market performance. To better understand the causal view, consider a
highly concentrated industry in which only a few firms compete for the right to sell products to
consumers. According to the causal view, this structure gives firms market power, enabling them to
charge high prices for their products. The behavior (charging high prices) is caused by market
structure (the presence of few competitors). The high prices, in turn, “cause” high profits and poor
performance (low social welfare). Thus, according to the causal view, a concentrated market
“causes” high prices and poor performance.
Today most economists recognize that the causal view provides, at best, an incomplete view of the
relation among structure, conduct, and performance. According to the feedback critique, there is no
one-way causal link among structure, conduct, and performance. The conduct of firms can affect
market structure; market performance can affect conduct as well as market structure. To illustrate
the feedback critique, let us apply it to the previous analysis, which stated that concentration
causes high prices and poor performance.
According to the feedback critique, the conduct of firms in an industry may itself lead to a
concentrated market. If the (few) existing firms are charging low prices and earning low economic
profits, there will be no incentive for additional firms to enter the market. If this is the case, it could
actually be low prices that “cause” the presence of few firms in the industry. In summary, then, it is
a simplification of reality to assert that concentrated markets cause high prices. Indeed, the pricing
behavior of firms can affect the number of firms. As we will see in subsequent chapters, low prices
and good performance can occur even if only one or two firms are operating in an industry. A
detailed explanation of this possibility will have to wait until we develop models for various market
structures.
The structure–conduct–performance paradigm and the feedback critique are closely related to
the five forces framework. The five forces framework suggests that five interrelated “forces”
affect the level, growth, and sustainability of industry profits:
•entry
•power of input suppliers
•power of buyers
•industry rivalry
•substitutes and complements
These five forces capture elements of the structure and conduct of firms in the industry, while
the level, growth, and sustainability of industry profits are elements of performance. In light of
the feedback critique, the five forces framework can be modified as shown in Figure 7–1 to
illustrate that these forces are interconnected.
A monopoly is a firm that is the sole producer of a good or service in the relevant market. For
instance, most local utility companies are the sole providers of electricity and natural gas in a given
city. Some towns have a single gasoline station or movie theater that serves the entire local market.
All of these constitute local monopolies.
When there is a single provider of a good or service in a market, there is a tendency for the
seller to capitalize on the monopoly position by restricting output and charging a price
above marginal cost. Because there are no other firms in the market, consumers cannot
switch to another producer in the face of higher prices. Consequently, consumers either buy
some of the product at the higher price or go without it. In monopolistic markets, there is
extreme concentration and the Rothschild index is unity.
In a market characterized by monopolistic competition, there are many firms and consumers, just
as in perfect competition. Thus, concentration measures are close to zero. Unlike in perfect
competition, however, each firm produces a product that is slightly different from the products
produced by other firms; Rothschild indexes are greater than zero. Those who manage restaurants
in a city containing numerous food establishments operate in a monopolistically competitive
industry.
A firm in a monopolistically competitive market has some control over the price charged for
the product. By raising the price, some consumers will remain loyal to the firm due to a
preference for the particular characteristics of its product. But some consumers will switch
to other brands. For this reason, firms in monopolistically competitive industries often
spend considerable sums on advertising in an attempt to convince consumers that their
brands are “better” than other brands. This reduces the number of customers who switch to
other brands when a firm raises the price for its product.
In an oligopolistic market, a few large firms tend to dominate the market. Firms in highly
concentrated industries such as the airline, automobile, and aerospace industries operate in an
oligopolistic market.
When one firm in an oligopolistic market changes its price or marketing strategy, not only
its own profits but the profits of the other firms in the industry are affected. Consequently,
when one firm in an oligopoly changes its conduct, other firms in the industry have an
incentive to react to the change by altering their own conduct. Thus, the distinguishing
feature of an oligopolistic market is mutual interdependence among firms in the industry.
Chapter 8
The key conditions for perfect competition are as follows:
•There are many buyers and sellers in the market, each of which is “small” relative to
the market.
•Each firm in the market produces a homogeneous (identical) product.
•Buyers and sellers have perfect information.
•There are no transaction costs.
•There is free entry into and exit from the market.
Taken together, the first four assumptions imply that no single firm can influence the price of the
product. The fact that there are many small firms, each selling an identical product, means that
consumers view the products of all firms in the market as perfect substitutes. Because there is
perfect information, consumers know the quality and price of each firm’s product. There are no
transaction costs (such as the cost of traveling to a store); if one firm charged a slightly higher
price than the other firms, consumers would not shop at that firm but instead would purchase
from a firm charging a lower price. Thus, in a perfectly competitive market all firms charge the
same price for the good, and this price is determined by the interaction of all buyers and sellers in
the market.
The assumption of free entry and exit simply implies that additional firms can enter the market if
economic profits are being earned, and firms are free to leave the market if they are sustaining
losses. As we will show later in this chapter, this assumption implies that in the long run, firms
operating in a perfectly competitive market earn zero economic profits.
One classic example of a perfectly competitive market is agriculture. There are many farmers and
ranchers, and each is so small relative to the market that he or she has no perceptible impact on the
prices of corn, wheat, pork, or beef. Agricultural products tend to be homogeneous; there is little
difference between corn produced by farmer Jones and corn produced by farmer Smith.
No single firm operating in a perfectly competitive market exerts any influence on price; price is
determined by the interaction of all buyers and sellers in the market. The firm manager must charge
this “market price” or consumers will purchase from a firm charging a lower price. Before we
characterize the profit-maximizing output decisions of managers operating in perfectly competitive
markets, it is important to explain more precisely the relation between the market demand for a
product and the demand for a product produced by an individual perfectly competitive firm.
In a competitive market, price is determined by the intersection of the market supply and demand
curves. Because the market supply and demand curves depend on all buyers and sellers, the market
price is outside the control of a single perfectly competitive firm. In other words, because the
individual firm is “small” relative to the market, it has no perceptible influence on the market price.
Figure 8–1 illustrates the distinction between the market demand curve and the demand curve
facing a perfectly competitive firm. The left-hand panel depicts the market, where the equilibrium
price, Pe, is determined by the intersection of the market supply and demand curves. From the
individual firm’s point of view, the firm can sell as much as it wishes at a price of Pe; thus, the
demand curve facing an individual perfectly competitive firm is given by the horizontal line in the
right-hand panel, labeled Df. The fact that the individual firm’s demand curve is perfectly elastic
reflects the fact that if the firm charged a price even slightly above the market price, it would sell
nothing. Thus, in a perfectly competitive market, the demand curve for an individual firm’s
product is simply the market price.
Since the demand curve for an individual perfectly competitive firm’s product is perfectly elastic,
the pricing decision of the individual firm is trivial: Charge the price that every other firm in the
industry charges. All that remains is to determine how much output should be produced to
maximize profits.
The short run is the period of time in which there are some fixed factors of production. For
example, suppose a building is leased at a cost of $10,000 for a one-year period. In the short run
(for one year) these costs are fixed, and they are paid regardless of whether the firm produces zero
or one million units of output. In the long run (after the lease is up), this cost is variable; the firm
can decide whether or not to renew the lease. To maximize profits in the short run, the manager
must take as given the fixed inputs (and thus the fixed costs) and determine how much output to
produce given the variable inputs that are within his or her control.
Marginal revenue is the change in revenue attributable to the last unit of output. Geometrically, it is
the slope of the revenue curve. Expressed in economic terms, the marginal revenue for a
competitive firm is the market price.
Geometrically, profits are given by the vertical distance between the cost function, labeled C(Q) in
Figure 8–2, and the revenue line. Note that for output levels to the left of point A, the cost curve lies
above the revenue line, which implies that the firm would incur losses if it produced any output to
the left of point A. The same is true of output levels to the right of point B.
For output levels between points A and B, the revenue line lies above the cost curve. This
implies that these outputs generate positive levels of profit. The profit-maximizing level of
output is the level at which the vertical distance between the revenue line and the cost
curve is greatest. This is given by the output level Q* in Figure 8–2.
There is a very important geometric property at the profit-maximizing level of output. As
we see in Figure 8–2, the slope of the cost curve at the profit-maximizing level of output
(point E) exactly equals the slope of the revenue line. Recall that the slope of the cost curve
is marginal cost and the slope of the revenue line is marginal revenue. Therefore, the profit-
maximizing output is the output at which marginal revenue equals marginal cost. Since
marginal revenue is equal to the market price for a perfectly competitive firm, the manager
must equate the market price with marginal cost to maximize profits.
An alternative way to express the competitive output rule is depicted in Figure 8–3, where
standard average and marginal cost curves have been drawn. If the market price is given
by Pe, this price intersects the marginal cost curve at an output of Q*. Thus, Q* represents
the profit-maximizing level of output. For outputs below Q*, price exceeds marginal cost.
This implies that by expanding output, the firm can sell additional units at a price that
exceeds the cost of producing the additional units. Thus, a profit-maximizing firm will not
choose to produce output levels below Q*. Similarly, output levels above Q* correspond to
the situation in which marginal cost exceeds price. In this instance, a reduction in output
would reduce costs by more than it would reduce revenue. Thus, Q* is the profit-
maximizing level of output.
To maximize short-run profits, a perfectly competitive firm should produce in the range of
increasing marginal cost where P = MC, provided that P ≥ AVC. If P < AVC, the firm should shut
down its plant to minimize its losses.
Recall that the profit-maximizing perfectly competitive firm produces the output at which price
equals marginal cost. For example, when the price is given by P0 as in Figure 8–6, the firm
produces Q0 units of output (the point where P = MC in the range of increasing marginal cost).
When the price is P1, the firm produces Q1 units of output. For prices between P0 and P1, output is
determined by the intersection of price and marginal cost.
When the price falls below the AVC curve, however, the firm produces zero units because it does
not cover the variable costs of production. Thus, to determine how much a perfectly competitive
firm will produce at each price, we simply determine the output at which marginal cost equals that
price. To ensure that the firm will produce a positive level of output, price must be above the
average variable cost curve.
The short-run supply curve for a perfectly competitive firm is its marginal cost curve above
the minimum point on the AVC curve.
One important assumption underlying the theory of perfect competition is that of free entry and
exit. If firms earn short-run economic profits, in the long run additional firms will enter the industry
in an attempt to reap some of those profits. As more firms enter the industry, the industry supply
curve shifts to the right. This is illustrated in Figure 8–8 as the shift from S0 to S1, which lowers the
equilibrium market price from P0 to P1. This shifts down the demand curve for an individual firm’s
product, which in turn lowers its profits.
If firms in a competitive industry sustain short-run losses, in the long run they will exit the industry
since they are not covering their opportunity costs. As firms exit the industry, the market supply
curve decreases from S0 in Figure 8–8 to S2, thus increasing the market price from P0 to P2. This,
in turn, shifts up the demand curve for an individual firm’s product, which increases the profits of
the firms remaining in the industry.
The process just described continues until ultimately the market price is such that all firms
in the market earn zero economic profits. This is the case in Figure 8–9. At the price of Pe,
each firm receives just enough to cover the average costs of production (AC is used because
in the long run there is no distinction between fixed and variable costs), and economic
profits are zero. If economic profits were positive, entry would occur and the market price
would fall until the demand curve for an individual firm’s product was just tangent to the
AC curve. If economic profits were negative, exit would occur, increasing the market price
until the firm demand curve was tangent to the AC curve.
In the long run, perfectly competitive firms produce a level of output such that:
•P = MC
•P = minimum of AC
These long-run properties of perfectly competitive markets have two important welfare
implications. First, note that the market price is equal to the marginal cost of production. The
market price reflects the value to society of an additional unit of output. This valuation is based on
the preferences of all consumers in the market. Marginal cost reflects the cost to society of
producing another unit of output. These costs represent the resources that would have to be taken
from some other sector of the economy to produce more output in this industry.
To see why it is important, from a social perspective, that price equal marginal cost, suppose
price exceeded marginal cost in equilibrium. This would imply that society would value
another unit of output more than it would cost to produce another unit of output. If the
industry produced at a level such that price exceeded the marginal cost of the last unit
produced, it would thus be inefficient; social welfare would be improved by expanding
output. Since in a competitive industry price equals marginal cost, the industry produces the
socially efficient level of output.
The second thing to note about long-run competitive equilibrium is that price equals the
minimum point on the average cost curve. This implies not only that firms are earning zero
economic profits (that is, just covering their opportunity costs) but also that all economies
of scale have been exhausted. There is no way to produce the output at a lower average cost
of production.
The fact that a firm is the sole seller of a good in a market clearly gives that firm greater market
power than it would have if it competed against other firms for consumers. Since there is only one
producer in the market, the market demand curve is the demand curve for the monopolist’s
product. This is in contrast to the case of perfect competition, where the demand curve for an
individual firm is perfectly elastic. A monopolist does not have unlimited power, however.
Figure 8–10 depicts the demand curve for a monopolist. Since all consumers in the market demand
the good from the monopolist, the market demand curve, DM, is the same as the demand for the
firm’s product, Df. In the absence of legal restrictions, the monopolist is free to charge any price for
the product. But this does not mean the firm can sell as much as it wants to at that price. Given the
price set by the monopolist, consumers decide how much to purchase. For example, if the
monopolist sets the relatively low price of P1, the quantity demanded by consumers is Q1. The
monopolist can set a higher price of P0, but there will be a lower quantity demanded of Q0 at that
price.
In summary, the monopolist is restricted by consumers to choose only those price–quantity
combinations along the market demand curve. The monopolist can choose a price or a
quantity, but not both. The monopolist can sell higher quantities only by lowering the price.
If the price is too high, consumers may choose to buy nothing at all.
The next issue we will address is how a firm obtains monopoly power, that is, why a
monopolist has no competitors. There are four primary sources of monopoly power. One or
more of these sources create a barrier to entry that prevents other firms from entering the
market to compete against the monopolist.
Economies of scope exist when the total cost of producing two products within the same firm is
lower than when the products are produced by separate firms, that is, when it is cheaper to
produce outputs Q1 and Q2 jointly. Pharmaceutical companies often enjoy economies of scope in
their development of new drugs; breakthroughs in developing a product that cures one disease may
reduce the cost of developing additional products that cure other illnesses.
In the presence of economies of scope, efficient production requires that a firm produce several
products jointly. While multiproduct firms do not necessarily have more market power than firms
producing a single product, economies of scope tend to encourage “larger” firms. In turn, this may
provide greater access to capital markets, where working capital and funds for investment are
obtained. To the extent that smaller firms have more difficulty obtaining funds than do larger firms,
the higher cost of capital may serve as a barrier to entry. In extreme cases, economies of scope can
lead to monopoly power.
The sources of monopoly power just described are technological in nature. In some instances,
government may grant an individual or a firm a monopoly right. For example, a city may prevent
another utility company from competing against the local utility company. Another example is the
potential monopoly power generated by the patent system.
The patent system gives the inventor of a new product the exclusive right to sell the
product for a given period of time (see Inside Business 8–2). The rationale behind granting
monopoly power to a new inventor is based on the following argument: Inventions take
many years and considerable sums of money to develop. Once an invention becomes public
information, in the absence of a patent system, other firms could produce the product and
compete against the individual or firm that developed it. Since these firms do not have to
expend resources developing the product, they would make higher profits than the original
developer. In the absence of a patent system, there would be a reduced incentive on the
part of firms to develop new technologies and products.
It is important to stress that patents rarely lead to absolute monopoly because competitors
are often quick to develop similar products or technologies in order to get a piece of the
action. Furthermore, several firms taking different R&D paths may each obtain a patent for a
product that is a close substitute for other patented products.
There are two ways to understand why the marginal revenue schedule lies below the monopolist’s
demand curve. Consider first a geometric explanation. Marginal revenue is the slope of the total
revenue curve [R(Q)] in Figure 8–12(b). As output increases from zero to Q0, the slope of the total
revenue curve decreases until it becomes zero at Q0. Over this range, marginal revenue decreases
until it reaches zero when output is Q0. As output expands beyond Q0, the slope of the total revenue
curve becomes negative and gets increasingly negative as output continues to expand. This means
that marginal revenue is negative for outputs in excess of Q0.
Revenues are one determinant of profits; costs are the other. Since the revenue a monopolist
receives from selling Q units is R(Q) = Q[P(Q)], the profits of a monopolist with a cost function of
C(Q) are π=R(Q)−C(Q)
Typical revenue and cost functions are graphed in Figure 8–13(a). The vertical distance between
the revenue and cost functions in panel (a) reflects the profits to the monopolist of alternative
levels of output. Output levels below point A and above point B imply losses since the cost curve lies
above the revenue curve. For output levels between points A and B, the revenue function lies above
the cost function, and profits are positive for those output levels.
The economic intuition underlying the multiplant output rule is precisely the same as all of the
profit maximization principles. If the marginal revenue of producing output in a plant exceeds the
marginal cost, the firm will add more to revenue than to cost by expanding output in the plant. As
output is expanded, marginal revenue declines until it ultimately equals the marginal cost of
producing in the plant.
The conditions for maximizing profits in a multiplant setting imply that MC1(Q1)=MC2(Q2)
This too has a simple economic explanation. If the marginal cost of producing in plant 1 is
lower than that of producing in plant 2, the monopolist could reduce costs by producing
more output in plant 1 and less in plant 2. As more output is produced in plant 1, the
marginal cost of producing in the plant increases until it ultimately equals the marginal cost
of producing in plant 2.
An industry is monopolistically competitive if:
•There are many buyers and sellers.
•Each firm in the industry produces a differentiated product.
•There is free entry into and exit from the industry.
There are numerous industries in which firms produce products that are close substitutes, and the
market for hamburgers is a prime example. Many fast-food restaurants produce hamburgers, but
the hamburgers produced by one firm differ from those produced by other firms. Moreover, it is
relatively easy for new firms to enter the market for hamburgers.
The key difference between the models of monopolistic competition and perfect competition is that
in a market with monopolistic competition, each firm produces a product that differs slightly from
other firms’ products. The products are close, but not perfect, substitutes.
To explain the impact of entry and exit in monopolistically competitive markets, suppose a
monopolistically competitive firm is earning positive economic profits. The potential for profits
induces other firms to enter the market and produce slight variations of the existing firm’s product.
As additional firms enter the market, some consumers who were buying the firm’s product will
begin to consume one of the new firms’ products. Thus, one would expect the existing firms to lose
a share of the market when new firms enter.
Chapter 10
In the analysis of games, the order in which players make decisions is important. In a
simultaneous- move game, each player makes decisions without knowledge of the other players’
decisions. In a sequential-move game, one player makes a move after observing the other player’s
move. Tic-tac- toe, chess, and checkers are examples of sequential-move games (since players
alternate moves), whereas matching pennies, dueling, and rock-paper-scissors are examples of
simultaneous-move games. In the context of oligopoly games, if two firms must set prices without
knowledge of each other’s decisions, it is a simultaneous-move game; if one firm sets its price after
observing its rival’s price, it is a sequential-move game.
Before we formally show how game theory can help managers solve business decisions, it is
instructive to provide an example. Imagine that two gasoline stations are located side by side on the
same block so that neither firm has a location advantage over the other. Consumers view the
gasoline at each station as perfect substitutes and will purchase from the station that offers the
lower price. The first thing in the morning, the manager of a gas station must phone the attendant
to tell him what price to put on the sign. Since she must do so without knowledge of the rival’s price,
this “pricing game” is a simultaneous-move game. This type of game often is called the Bertrand
duopoly game.
Recall that in a simultaneous-move game, players must make decisions without knowledge of
the decisions made by other players. The fact that a game is “one-shot” simply means that the
players will play the game only once.
Knowledge of simultaneous-move, one-shot games is important to managers making
decisions in an environment of interdependence. For example, it can be used to analyze situations
where the profits of a firm depend not only on the firm’s action but on the actions of rival firms as
well.
First, a strategy is a decision rule that describes the actions a player will take at each decision point.
Second, the normal-form game indicates the players in the game, the possible strategies of the
players, and the payoffs to the players that will result from alternative strategies.
What is the optimal strategy for a player in a simultaneous-move, one-shot game? As it turns out,
this is a very complex question and depends on the nature of the game being played. There is one
instance, however, in which it is easy to characterize the optimal decision—a situation that
involves a dominant strategy. A strategy is a dominant strategy if it results in the highest payoff
regardless of the action of the opponent.
What should a player do in the absence of a dominant strategy? One possibility would be to play a
secure strategy—a strategy that guarantees the highest payoff given the worst possible scenario. As
we will see in a moment, this approach is not generally the optimal way to play a game, but it is
useful to explain the reasoning that underlies this strategy. By using a secure strategy, a player
maximizes the payoff that would result in the “worst-case scenario.” In other words, to find a secure
strategy, a player examines the worst payoff that could arise for each of his or her actions and
chooses the action that has the highest of these worst payoffs.
Take, for example, we are considering a situation where the firms meet once, and only once, in the
market. Moreover, the game is a simultaneous-move game in that each firm makes a pricing
decision without knowledge of the decision made by the other firm. In a one-shot play of the game,
the Nash equilibrium strategies are for each firm to charge the low price. The reason is simple. If
firm B charges a high price, firm A’s best choice is to charge a low price since 50 units of profits are
better than the 10 units it would earn if A charged the high price. Similarly, if firm B charges the low
price, firm A’s best choice is to charge the low price since 0 units of profits are preferred to the 10
units of losses that would result if A charged the high price. Similar arguments hold from firm B’s
perspective. Firm A is always better off charging the low price regardless of what firm B does, and B
is always better off charging the low price regardless of what A does. Hence, charging a low price is
a dominant strategy for both firms. To summarize, in the one-shot version of this game, each firm’s
best strategy is to charge a low price regardless of the other firm’s action. The outcome of the game
is that both firms charge low prices and earn profits of zero.
Why can’t firms collude and agree to charge high prices? One answer is that collusion is illegal in the
United States; firms are not allowed to meet and “conspire” to set high prices. There are other
reasons, however. Suppose the managers did secretly meet and agree to charge high prices. Would
they have an incentive to live up to their promises? Consider firm A’s point of view. If it “cheated” on
the collusive agreement by lowering its price, it would increase its profits from 10 to 50. Thus, firm
A has an incentive to induce firm B to charge a high price so that it can “cheat” to earn higher
profits. Of course, firm B recognizes this incentive, which precludes the agreement from being
reached in the first place.
The thing to notice is that both the worker and the manager want to keep their actions “secret”; if
the manager knows what the worker is doing, it will be curtains for the worker, and vice versa. In
such situations, players find it in their interest to engage in a mixed (randomized) strategy. What
this means is that players “randomize” over their available strategies; for instance, the manager
flips a coin to determine whether or not to monitor. By doing so, the worker cannot predict
whether the manager will be present to monitor her and, consequently, cannot outguess the
manager.
The value of a firm is the present value of all future profits earned by the firm. If the interest rate is i,
π0 represents profits today, π1 profits one year from today, π2 profits two years from today, and so
on, the value of a firm that will be in business for T years is PVFirm = π0 + π11 + I + π2(1+i)2 + ⋯+
πT(1+i)T = ∑t = 0Tπt(1+i)t
If the profits earned by the firm are the same in each period (πt = π for each period t) and
the horizon is infinite (T = ∞), this formula simplifies to: PVFirm = (1+ii)π
It is easier to sustain collusive arrangements via the punishment strategies outlined earlier when
firms know (1) who their rivals are, so they know whom to punish should the need arise; (2) who
their rivals’ customers are, so that if punishment is necessary they can take away those customers
by charging lower prices; and (3) when their rivals deviate from the collusive arrangement, so they
know when to begin the punishments. Furthermore, they must (4) be able to successfully punish
rivals for deviating from the collusive agreement—otherwise the threat of punishment would not
work. These factors are related to several variables reflected in the structure and conduct of the
industry.
The theory of infinitely repeated games can be used to analyze the desirability of firm policies such
as warranties and guarantees. Effectively, a game occurs between consumers and firms:
Consumers desire durable, high-quality products at a low price, while firms wish to maximize
profits. In a one- shot game, any profits made by the firm must be made today; there is no prospect
for repeat business. Thus, in a one-shot game, a firm may have an incentive to sell shoddy
products. This is particularly true if consumers cannot determine the quality of the products prior
to purchase.
The story differs if the game is infinitely repeated. Suppose the consumer tells the firm, “I’ll buy
your product and will continue to buy it if it is of good quality. But if it turns out to be shoddy, I’ll
tell all my friends never to purchase anything from you again.” Given this strategy by the consumer,
what is the best thing for the firm to do? If the interest rate is not too high, the best alternative is to
sell a high-quality product. The reason is simple. By selling a shoddy product, the firm earns 10
instead of 1 that period. This is, in effect, “the gain to cheating” (selling a poor-quality product). The
cost of selling a shoddy product, however, is to earn zero forever after, as the firm’s reputation is
ruined by having sold such a product. When the interest rate is low, the one-time gain will be more
than offset by the lost future sales. It will not pay for the firm to “cheat” by selling shoddy
merchandise.
The lesson to be drawn from this example is twofold. First, if your firm desires to be a “going
concern,” that is, infinitely lived, it does not pay to “cheat” customers if the one-time gain is more
than offset by lost future sales. Notice that this is true even if your firm cannot be sued or if there
are no government regulations against selling shoddy merchandise.
Second, you should recognize that any production process is likely to have “bad runs,” in which
some low-quality products are produced out of honest error. Notice in this example that even if the
firm “tried” to produce high-quality merchandise but, due to an inadvertent error, one unit was
defective, that error could ruin the firm. To guard against this, many firms offer guarantees that the
product will be of high quality. That way, if an error occurs in production, the consumer can obtain
a new item, be satisfied, and not “punish” the firm by spreading the news that it sells shoddy
merchandise.
So far we have considered two extremes: games that are played only once and games that are played
infinitely many times. This section summarizes important implications of games that are repeated a
finite number of times, that is, games that eventually end. We will consider two classes of finitely
repeated games: (1) games in which players do not know when the game will end and (2) games in
which players know when it will end.
It turns out that when there is uncertainty regarding precisely when the game will end, the finitely
repeated game in Table 10–9 exactly mirrors our analysis of infinitely repeated games. To see why,
suppose the firms adopt trigger strategies, whereby each agrees to charge a high price provided the
other has not charged a low price in any previous period. If a firm deviates by charging a low price,
the other firm will “punish” it by charging a low price until the game ends. For simplicity, let us
assume the interest rate is zero so that the firms do not discount future profits.
Given such trigger strategies, does firm A have an incentive to cheat by charging a low
price? If A cheats by charging a low price when B charges a high price, A’s profits are $50 today but
zero in all remaining periods of the game. This is because cheating today “triggers” firm B to charge
a low price in all future periods, and the best A can do in these periods is to earn $0. Thus, if firm A
cheats today, it earns: ΠCheatFirm A = $50, regardless of whether the game ends after one play,
two plays, or whenever.
If firm A does not cheat, it earns $10 today. In addition, there is a probability of 1 − θ that the
game will be played again, in which case the firm will earn another $10. There is also a probability
of (1 − θ)2 that the game will not terminate after two plays, in which case A will earn yet another
$10. Carrying out this reasoning for all possible dates at which the game terminates, we see that
firm A can expect to earn: ΠCoopFirm A = 10 + (1−θ)10 + (1−θ)210 + (1−θ)310 + ⋯= 10θ if it
does not cheat. In this equation, θ is the probability the game will terminate after one play. Notice
that when θ = 1, firm A is certain the game will end after one play; in this case, A’s profits if it
cooperates
are $10. But if θ < 1, the probability the game will end after one play is less than 1 (there is a chance
they will play again), and the profits of cooperating are greater than $10.
The important thing to notice is that when the game is repeated a finite but uncertain
number of times, the benefits of cooperating look exactly like the benefits of cooperating in an
infinitely repeated game, which are: PVCoopFirm A = 10 + 101 + i + 10(1+i)2 + 10(1+i)3 + ⋯=
10(1+i)i where i is the interest rate. In a repeated game with an uncertain end point, 1 − θ plays the
role of 1/(1 + i); players discount the future not because of the interest rate but because they are
not certain future plays will occur.
In a finitely repeated game with an unknown end point, firm A has no incentive to cheat if it
expects to earn less from cheating than from not cheating. For the numbers in our example, firm A
has no incentive to cheat if: ΠCheatFirm A = 50≤10θ = ΠCoopFirm A, which is true if θ ≤ 1/5. In
other words, if after each play of the game the probability the game will end is less than 20 percent,
firm A will lose more by cheating than it will gain. Since firm B’s incentives are symmetric, the same
is true for B. Thus, when oligopolistic firms compete a finite but uncertain number of times, it is
possible for them to collude and charge high prices—to earn $10 each period—just as they can
when they know the game will be played forever. The key is that there must be a sufficiently high
probability that the game will be played in subsequent periods. In the extreme case where θ = 1,
players are certain they will play the game only once. In this case, the profits of cheating ($50) are
much greater than the profits of cooperating ($10), and collusion cannot work. This should come as
no surprise to you; when θ = 1, the game is really a one-shot game, and the dominant strategy for
each firm is to charge the low price.
The key reason firms cannot collude in a finitely repeated known-end-point version of the game in
Table 10–11 is that eventually a point will come when both players are certain there is no
tomorrow. At that point, any promises to “cooperate” made during previous periods will be
broken because there is no way a player can be punished tomorrow for having broken the
promise.
Effectively, a player has an incentive to break a promise in the second-to-the-last period since
there is no effective punishment during the last period. Because all the players know this, there is
effectively no tomorrow in the third period from the last. This type of “backward unraveling”
continues until the players realize no effective punishment can be used during any period. The
players charge low prices in every period, right up to the known last period.
When players know precisely when a repeated game will end, what is known as the end-of-period
problem arises. In the final period there is no tomorrow, and there is no way to “punish” a player for
doing something “wrong” in the last period. Consequently, in the last period, players will behave just
as they would in a one-shot game.
When a worker announces that she or he plans to quit, say, tomorrow, the cost of shirking to the
worker is considerably reduced. Specifically, since the worker does not plan to work tomorrow
anyway, the benefits of shirking on the last day generally will exceed the expected costs. In other
words, since the worker does not plan to show up tomorrow, the “threat” of being fired has no bite.
What can the manager do to overcome this problem? One possibility is to “fire” the worker
as soon as he or she announces the plan to quit. While in some instances there are legal restrictions
against this practice, there is a more fundamental reason why a firm should not adopt such a policy.
If you, as a manager, adopt a strategy of firing workers as soon as they notify you they plan to quit,
how will workers respond? The best strategy for a worker would be to wait and tell you at the end
of the day he or she plans to quit! By keeping the plan to quit a secret, the worker gets to work
longer than he or she would otherwise. Notice that the worker’s incentive to shirk is just as strong
as it would be if you did not adopt this policy. Consequently, you will not solve the end-of-period
problem, but instead will be continually “surprised” by worker resignations, with no lead time to
find new workers to replace them.
A better managerial strategy is to provide some rewards for good work that extend beyond
the termination of employment with your firm. For instance, you can emphasize to workers that
you are very well connected and will be pleased to write a letter of recommendation should a
worker need one in the future. By doing this, you send a signal to workers that quitting is not really
the end of the game. If a worker takes advantage of the end-of-period problem, you, being well
connected, can “punish” the worker by informing other potential employers of this fact.
To understand how multistage games differ from one-shot and infinitely repeated games, it is useful
to introduce the extensive form of a game. An extensive-form game summarizes who the players
are, the information available to the players at each stage of the game, the strategies available to the
players, the order of the moves of the game, and the payoffs that result from the alternative
strategies.
A set of strategies constitutes a subgame perfect equilibrium if (1) it is a Nash equilibrium and (2)
at each stage of the game (decision node), neither player can improve her payoff by changing her
own strategy. Thus, a subgame perfect equilibrium is a Nash equilibrium that involves only
credible threats.
To illustrate the use of the theory of multistage games in a market setting, consider the extensive-
form game presented in Figure 10–2. Here, firm B is an existing firm in the market and firm A is a
potential entrant. Firm A must decide whether to enter the market (in) or stay out (out). If A
decides to stay out of the market, firm B continues its existing behavior and earns profits of $10
million, while A earns $0. But if A decides to enter the market, B must decide whether to engage in
a price war (hard) or to simply share the market (soft). By choosing hard, firm B ensures that firm
A incurs a loss of $1 million, but B makes only $1 million in profits. On the other hand, if firm B
chooses soft after A enters, A takes half of the market and each firm earns profits of $5 million.
It turns out that there are two Nash equilibria for this game. The first occurs where firm B
threatens to choose hard if A enters the market, and thus A stays out of the market. To see that
these strategies indeed comprise a Nash equilibrium, note the following: Given that firm B’s
strategy is to choose hard if firm A enters, A’s best choice is not to enter. Given that A doesn’t enter,
B may as well threaten to choose hard if A enters. Thus, neither firm has an incentive to change its
strategy; firm A earns $0, and firm B earns profits of $10 million.
However, this Nash equilibrium involves a threat that is not credible. The reason firm A
chooses not to enter is that firm B threatens to choose hard if A enters. Does B have an incentive to
carry through its threat of choosing hard if firm A enters? The answer is no. Given that firm A
enters the market, firm B will earn $5 million by choosing soft but only $1 million by choosing hard.
If firm A enters, it is not in firm B’s best interest to play hard. Thus, the outcome in which firm A
stays out of the market because firm B threatens to choose hard if it enters is a Nash equilibrium,
but it is not a subgame perfect equilibrium. It involves a threat that is not credible, namely, the
threat by firm B to engage in a price war if firm A enters.
The other Nash equilibrium for this game is for firm A to choose in and firm B to follow this
move by playing soft. In particular, if firm A enters, firm B’s best choice is to play soft (by playing
soft, B earns $5 million instead of the $1 million it would earn by playing hard). Given that firm B
plays soft if firm A enters, A’s best choice is to enter (by choosing in, A earns $5 million instead of
the $0 it would earn by staying out). This is a subgame perfect equilibrium because it is clearly in
firm B’s self-interest to play soft whenever A chooses to enter. Thus, while there are two Nash
equilibria for the entry game, there is a unique subgame perfect equilibrium in which firm A
chooses in and firm B plays soft.
The final application of multistage games that we will consider is a sequential-move bargaining
game. Specifically, suppose a firm and a labor union are engaged in negotiations over how much of
a
$100 surplus will go to the union and how much will go to management. Suppose management (M)
moves first by offering an amount to the union (U). Given the offer, the union gets to decide to
accept or reject the offer. If the offer is rejected, neither party receives anything. If the offer
is accepted, the union gets the amount specified and management gets the residual. To
simplify matters, suppose management can offer the union one of three amounts: $1, $50, or
$99.
The extensive form of this game is depicted in Figure 10–4. Notice that the union gets to
make its decision after it learns of management’s offer. For instance, if management offers the
union
$1 and the union accepts the offer, management gets $99 and the union gets $1. If the union rejects
the offer, both parties get $0.
Suppose you are management and the union makes the following statement to you before you make
an offer: “Give us $99 or else we will reject the offer.” What should you do? If you believe the union,
then if you offered it a lower amount, it would reject the offer and you would get nothing. Given the
union’s strategy, your best choice is to give the union $99 since that action gives you a payoff of $1
instead of $0. And given that you offer the union $99, its best choice is to accept the offer. Thus, one
Nash equilibrium outcome of this sequential bargaining process yields $1 for management and $99
for the union.
Does this mean that the optimal action for management is to give the union $99? The
answer is no. Notice that this equilibrium is supported by a union threat that is not credible.
According to the union, if management offered the union $1, the union would reject the offer. But
by rejecting such an offer, the union would earn $0 instead of the $1 it could earn by accepting it.
Thus, it is not in the union’s best interest to reject the offer.
In fact, the unique subgame perfect equilibrium for this sequential bargaining game is for
management to offer the union $1 and for the union to accept the offer. To see this, notice that if
management offered the union $1, the union’s best choice would be to accept since $1 is
preferred to the $0 it would earn by rejecting the offer. In this sequential-move bargaining game,
the unique subgame perfect equilibrium results in management getting $99 and the union getting
$1.
In concluding this section, we note that several aspects of reality often complicate sequential-
bargaining processes. First, the players do not always know the true payoffs to other players. For
instance, if a car buyer does not know the dealer’s cost of a car, he or she cannot make a take-it-or-
leave-it offer and be assured of getting the car. Similarly, if a dealer does not know the maximum
price a consumer will pay for a car, she or he cannot be assured of making a sale by making a take-
it- or-leave-it offer. In bargaining processes, it is worthwhile to invest some time in learning about
your opponent. This explains why there is a market for publications that specialize in providing
information to consumers about the dealer cost of automobiles.
Second, an important assumption in the bargaining process analyzed in this section is that
bargaining terminates as soon as the second player rejects or accepts an offer. If this were not the
case, the person making the decision to accept or reject the offer might reason as follows: “If I reject
the offer, perhaps the other party will make a new, more attractive offer.” Effectively, this changes
the game and can change the players’ underlying decisions. On the other hand, a player who can
credibly commit to making a take-it-or-leave-it offer will do very well in the bargaining game. But if
the commitment is not credible, he or she may end up “eating crow” when the other party makes a
counteroffer that the first player would prefer over walking away from the bargaining table.
Chapter 11
Firms in perfect competition have no control over the prices they charge for their products;
prices are determined by market forces. Therefore, the pricing decision in perfect competition is
simple: Charge the same price other firms in the market charge for their products.
In contrast, firms with market power have some influence over the prices they charge.
Therefore, it is important for you, as a manager, to learn some basic pricing strategies for
maximizing a firm’s profits. This chapter provides practical advice that you can use to implement
such pricing strategies, typically using information that is readily available to managers. For
instance, we will see how a manager can use publicly available information about demand
elasticities to determine the profit-maximizing markup used to set product price.
The optimal pricing decisions will vary from firm to firm depending on the underlying
market structure of the industry and the instruments (such as advertising) available.
The most basic pricing strategy used by firms with market power: Charge a single price to all
customers such that marginal revenue equals marginal cost.
Firms with market power face a downward-sloping demand for their products. This means that by
charging a higher price, the firm reduces the amount it will sell. Thus, there is a trade-off between
selling many units at a low price and selling only a few units at a high price.
Output is set at the point where marginal revenue (MR) equals marginal cost (MC). The profit-
maximizing price is the maximum price per unit that consumers will pay for this level of output.
The marginal revenue for a firm with market power is given by: MR = P x [1 + EFEF], where EF is
the own-price elasticity of demand for the firm’s product and P is the price charged.
Since the profit-maximizing level of output is where marginal revenue equals marginal cost, this
formula implies that: P x [1 + EFEF] = MC at the profit-maximizing level of output. If we solve this
equation for P, we obtain the profit-maximizing price for a firm with market power: P = [EF1 + EF] x
MC
In other words, the price that maximizes profits is a number K times marginal cost: P = K ×
MC, where K = EF / (1 + EF). The number K can be viewed as the profit-maximizing markup factor.
A manager should note two important things about this pricing rule. First, the more elastic the
demand for the firm’s product, the lower the profit-maximizing markup. Since demand is more
elastic when there are many available substitutes for a product, managers that sell such products
should have a relatively low markup. In the extreme case when the elasticity of demand is perfectly
elastic (EF = −∞), this markup rule reveals that price should be set equal to marginal cost. A
perfectly competitive firm that faces a perfectly elastic demand curve charges a price equal to
marginal cost.
The second thing to notice is that the higher the marginal cost, the higher the profit-
maximizing price. Firms with higher marginal costs will charge higher prices than firms with lower
marginal costs, other things being the same.
One caveat that you should keep in mind when applying the markup formula is that the
elasticity of demand may change when you alter the price of a good or service. For instance, when
the demand function is linear, demand is more elastic at higher prices than at lower prices. In this
case, a slight increase in price will lead to a slight increase in the elasticity of demand, which in turn
makes the optimal markup slightly lower than that calculated based on the original estimate of the
elasticity of demand. For this reason, if you have an estimate of the demand function, you may more
accurately determine the profit-maximizing price by computing marginal revenue directly from the
demand function, equating it with marginal cost, and then determining the profit-maximizing price.
The pricing rule given for a firm in Cournot oligopoly has a very simple justification. When firms in
a Cournot oligopoly sell identical products, the elasticity of demand for an individual firm’s product
is N times the market elasticity of demand: EF = NEM
If N = 1 (monopoly), there is only one firm in the industry, and the elasticity of demand for
that firm’s product is the same as the market elasticity of demand (EF = EM). When N = 2 (Cournot
duopoly), there are two firms in the market, and each firm’s elasticity of demand is twice as elastic
as that for the market (EF = 2EM). Thus, the markup formula for Cournot oligopoly is really
identical to that presented in the previous section, except that we are using the relation between
elasticity of demand for an individual firm’s product and that of the market.
Three aspects of this pricing rule for Cournot oligopoly are worth noting. First, the more
elastic the market demand, the closer the profit-maximizing price is to marginal cost. In the
extreme case where the absolute value of the market elasticity of demand is infinite, the profit-
maximizing price is marginal cost, regardless of how many firms are in the industry. Second, notice
that as the number of firms increases, the profit-maximizing price gets closer to marginal cost.
Notice that in the limiting case where there are infinitely many firms (N = ∞), the profit-maximizing
price is exactly equal to marginal cost. This is consistent with our analysis of perfect competition:
When many firms produce a homogeneous product, price equals marginal cost. Thus, perfect
competition can be viewed as the limiting case of Cournot oligopoly, as the number of firms
approaches infinity. Finally, notice that the higher the marginal cost, the higher the profit-
maximizing price in Cournot oligopoly.
The first four strategies we will discuss—price discrimination, two-part pricing, block pricing, and
commodity bundling—are strategies appropriate for firms with various cost structures and degrees
of market interdependence. Thus, these strategies can enhance profits of firms in industries with
monopolistic, monopolistically competitive, or oligopolistic structures. The pricing strategies
discussed in this section enhance profits by enabling a firm to extract additional surplus from
consumers.
Ideally, a firm would like to engage in first-degree price discrimination—that is, charge each
consumer the maximum price he or she would be willing to pay for each unit of the good purchased.
By adopting this strategy, a firm extracts all surplus from consumers and thus earns the highest
possible profits. Unfortunately for managers, first-degree price discrimination (also called perfect
price discrimination) is extremely difficult to implement because it requires the firm to know
precisely the maximum price each consumer is willing and able to pay for alternative quantities of
the firm’s product.
Nonetheless, some service-related businesses, including car dealers, mechanics, doctors,
and lawyers, successfully practice a form of first-degree price discrimination.
The final type of price discrimination is commonly practiced by firms that recognize that the
demand for their product differs systematically across consumers in different demographic groups.
In these instances, firms can profit by charging different groups of consumers different prices for
the same product, a strategy referred to as third-degree price discrimination. For example, it is
common for stores to offer “student discounts” and for hotels and restaurants to offer “senior
citizen discounts.” These practices effectively mean that students and senior citizens pay less for
some goods than do other consumers. One might think that these pricing strategies are instituted
to benefit students and senior citizens, but there is a more compelling reason: to increase the firm’s
profits.
To see why third-degree price discrimination enhances profits, suppose a firm with market
power can charge two different prices to two groups of consumers and the marginal revenues of
selling to group 1 and group 2 are MR1 and MR2, respectively. The basic profit-maximizing rule is
to produce output such that marginal revenue is equal to marginal cost. This principle is still valid,
but the presence of two marginal revenue functions introduces some ambiguity.
It turns out that to maximize profits, the firm should equate the marginal revenue from
selling output to each group to marginal cost: MR1 = MC and MR2 = MC. To see why, suppose MR1 >
MC. If the firm produced one more unit and sold it to group 1, it would increase revenue by more
than costs would increase. As additional output is sold to group 1, marginal revenue declines until it
ultimately equals marginal cost.
Since MR1 = MC and MR2 = MC, it follows that the firm will allocate output between the two
groups such that MR1 = MR2. To see why, suppose the marginal revenue for group 1 is 10 and the
marginal revenue for group 2 is 5. If one less unit were sold to group 2, revenue from that group
would fall by 5. If the extra unit of output were sold to group 1, revenue would increase by 10. Thus,
it pays for the firm to allocate output to the group with the greater marginal revenue. As additional
output is allocated to the group, its marginal revenue falls until, in equilibrium, the marginal
revenues for the two groups are exactly equal.
Another strategy that firms with market power can use to enhance profits is two-part pricing. With
two-part pricing, a firm charges a fixed fee for the right to purchase its goods, plus a per-unit
charge for each unit purchased. This pricing strategy is commonly used by athletic clubs to enhance
profits. Golf courses and health clubs, for instance, typically charge a fixed “initiation fee” plus a
charge (either per month or per visit) to use the facilities.
Another way a firm with market power can enhance profits is to engage in block pricing. If you
have purchased toilet paper in packages of four rolls or cans of soda in a six-pack, you have had
firsthand experience with block pricing.
Block pricing enhances profits by forcing consumers to make an all-or-none decision to purchase
units of a good. Notice that block pricing can enhance profits even in situations where
consumers have identical demands for a firm’s product.
Another strategy managers can use to enhance profits is commodity bundling. Commodity bundling
refers to the practice of bundling two or more different products together and selling them at a
single “bundle price.” For instance, travel companies often sell “package deals” that include airfare,
hotel, and meals at a bundled price instead of pricing each component of a vacation separately.
Many markets have periods in which demand is high and periods in which demand is low. Toll
roads tend to have more traffic during rush hour than at other times of the day; utility companies
tend to have higher demand during the day than during the late-night hours; and airlines tend to
have heavier traffic during the week than during weekends. When the demand during peak times is
so high that the capacity of the firm cannot serve all customers at the same price, the profitable
thing for the firm to do is engage in peak-load pricing.
The next pricing strategy we will discuss—cross-subsidies—is relevant in situations where a firm
has cost complementarities and the demand by consumers for a group of products is
interdependent. A firm that engages in a strategy of cross-subsidies uses profits made with one
product to subsidize sales of another product.
Thus far, our analysis of pricing decisions has presumed that a single manager is in charge of
pricing and output decisions. However, most large firms have upstream and downstream managers
who must make price and output decisions for their own divisions. For example, automakers like
Toyota have upstream managers who control the production of inputs (like car engines) produced
in upstream divisions. These inputs are “transferred” to downstream divisions, where downstream
managers operate plants that use the inputs to produce the final output (automobiles). An
important issue in this setting is optimal transfer pricing—the internal price at which an upstream
division should sell inputs to the firm’s downstream division to maximize the overall profits of the
firm.
Transfer pricing is important because most division managers are provided an incentive to
maximize their own division’s profits. As we will see, if the owners of a firm do not set optimal
transfer prices, but instead let division managers set the prices of internally manufactured inputs so
as to maximize their division’s profits, the result might be lower overall profits for the firm.
To illustrate, suppose that there is no outside market for the input produced by the
upstream division and that divisional managers are instructed to maximize the profits of their
divisions. In this case, the upstream division manager has market power and maximizes the profits
of the upstream division by producing where the marginal revenue derived from selling to the
downstream division equals the upstream division’s marginal cost of producing the input. Because
of the monopoly power enjoyed by the upstream division, the input is sold to the downstream
division at a price that exceeds the firm’s actual marginal cost. Given this input price, the
downstream manager would then maximize divisional profits by producing where the marginal
revenue it earns in the final product market (MRd) equals its marginal cost. This implies that it, too,
prices above marginal cost. Moreover, because the price the downstream division pays the
upstream division for the input is higher than the true marginal cost of the input, the downstream
division ends up charging a price for the final product that is Page 361actually higher than the price
that maximizes overall firm profits. In short, when both divisions mark up prices in excess of
marginal cost, double marginalization occurs and the result is less-than-optimal overall firm
profits.
In cases where trigger strategies do not work (because the game is not infinitely repeated or the
firms cannot monitor other firms’ behavior), there is another way firms can attain higher profits: by
advertising a price-matching strategy. A firm that uses a price-matching strategy advertises a price
and a promise to “match” any lower price offered by a competitor.
To illustrate how such a strategy can enhance profits, suppose the firms in a market play
a one-shot Bertrand pricing game. However, in addition to advertising a price, the firms advertise
a
commitment to match any lower price found in the market. Such an advertisement would look
something like the following:
Our price is P. If you find a better price in the market, we will match that price. We will not
be undersold!
This sounds like a good deal for consumers; indeed, simply announcing this strategy may
induce some consumers to buy from the firm to be “assured” of a great deal.
It turns out, however, that if all firms in the market announce such a policy, they can set the
price (P) to the high monopoly price and earn large profits instead of the zero profits they would
earn in the usual one-shot Bertrand oligopoly. How does this work?
Suppose all firms advertised the high monopoly price but promised to match any lower
price found by consumers. Since all firms are charging the same high price, consumers can’t Page
363find a better price in the market. The result is that firms share the market, charge the
monopoly price, and earn high profits. Furthermore, notice that no firm has an incentive to charge
a lower price in an attempt to steal customers from rivals. If a firm lowered its price, the rivals
would match that price and gain back their share of the market. By lowering its price, a firm
effectively triggers a price war, which results in no greater share of the market and lower profits.
Thus, if all firms adopt price-matching strategies, the result is that each firm charges the monopoly
price and shares the market to earn high profits.
An important aspect of price-matching policies is that the firms need not monitor the prices
charged by rivals. This is in contrast to trigger strategies, in which firms must monitor rivals’ prices
to know whether to punish a rival that has charged a low price. With a price-matching strategy, it is
up to a consumer to show the firm that some rival is offering a better deal. At that point, the firm
can match the price for that consumer. The consumers who have not found a better deal continue
to pay the higher price. Thus, even if some other firm happened to charge a low price, a firm using
a price-matching strategy would get to price discriminate between those consumers who found
such a price and those who did not.
Before you choose to adopt a price-matching strategy, there are two things to consider.
First, you must devise a mechanism that precludes consumers from claiming to have found a lower
price when in fact they have not. Otherwise, consumers will have an incentive to tell you that
another firm is “giving goods away” and ask you to match the lower price. One way firms avoid such
deception is by promising to match prices that are advertised in some widely circulated newspaper.
In this case, the consumer must bring in the advertisement before the price will be matched.
Second, you can get into trouble with a price-matching strategy if a competitor has lower
costs than your firm.
Another strategy a firm can use to reduce the tension of Bertrand competition is to adopt strategies
that induce brand loyalty. Brand-loyal customers will continue to buy a firm’s product even if
another firm offers a (slightly) better price. By inducing brand loyalty, a firm reduces the number of
consumers who will “switch” to another firm if it undercuts its price.
Firms can use several methods to induce brand loyalty. One of the more common methods
is to engage in advertising campaigns that promote a firm’s product as being better than those of
competitors. If advertisements make consumers believe that other products in the market are not
perfect substitutes, firms engaging in price competition can earn higher profits. When a rival
undercuts a firm’s price, some customers will remain loyal to the firm, allowing it to charge a higher
price and make positive profits.
Notice, however, that such an advertising strategy will not work if consumers believe
products to be homogeneous. A self-service gasoline station would be hard-pressed to convince
consumers that its product is really “different” from the identical brand sold across the street. In
these instances, firms can resort to alternative strategies to promote brand loyalty.
Some gasoline stations now have “frequent-filler” programs, modeled after the frequent-
flyer programs initiated by the airlines. Frequent-filler programs provide consumers with a cash
rebate after a specified number of fill-ups. With this strategy, even though the products are
identical, the consumer has an incentive to remain loyal to the same station to maximize the
number of times he or she obtains a rebate. For example, suppose a station offers a $5 rebate after
10 fill-ups. If the consumer fills up at 10 different stations, he or she does not get the rebate, but if
all 10 fill-ups are at the same station, the consumer gets $5. Thus, a frequent-filler strategy provides
the consumer with an incentive to remain loyal to a particular station even though it offers
products identical to its rivals.
With a randomized-pricing strategy, a firm varies its price from hour to hour or day to day. Such a
strategy can benefit a firm for two reasons.
First, when firms adopt randomized pricing strategies, consumers cannot learn from
experience which firm charges the lowest price in the market. On some days, one firm charges the
lowest price; on another day, some other firm offers the best deal. By increasing the uncertainty
about where the best deal exists, firms reduce consumers’ incentive to shop for price information.
Because one store offers the best deal today does not mean it will also offer the best deal tomorrow.
To continually find the best price in the market, a consumer must constantly shop for a new deal. In
effect, there is only a one-shot gain to a consumer of becoming informed; the information is
worthless when new prices are set. This reduces consumers’ incentive to invest in information
about prices. As consumers have less information about the prices offered by competitors, firms are
less vulnerable to rivals stealing customers by setting lower prices.
The second advantage of randomized prices is that they reduce the ability of rival firms to
undercut a firm’s price. Recall that in Bertrand oligopoly, a firm wishes to slightly undercut the
rival’s price. If another firm offers a slightly better deal, informed consumers will switch to that
firm. Randomized pricing not only reduces the information available to consumers, but it precludes
rivals from knowing precisely what price to charge to undercut a given firm’s price. Randomized-
pricing strategies tend to reduce rivals’ incentive to engage in price wars and thus can enhance
profits.
Chapter 12
The mean or expected value of a random variable, x, is defined as the sum of the probabilities that
different outcomes will occur times the resulting payoffs. Formally, if the possible outcomes of the
random variable are x1, x2, . . . , xn and the corresponding probabilities of the outcomes are q1, q2, . .
. , qn, the expected value of x is given by: E[x]=q1x1+q2x2+⋯+ qnxn, where q1 + q2 + . . . + qn = 1.
The mean of a random variable thus collapses information about the likelihood of different
outcomes into a single statistic. This is a very convenient way of economizing on the amount of
information needed to make decisions.
The mean provides information about the average value of a random variable but it yields
no information about the degree of risk associated with the random variable.
The most common measure of risk is the variance, which depends in a special way on the
deviations of possible outcomes from the mean. The variance of a random variable is the sum of the
probabilities that different outcomes will occur times the squared deviations from the mean of the
random variable. Formally, if the possible outcomes of the random variable are x1, x2, . . . , xn, their
corresponding probabilities are q1, q2, . . . , qn, and the expected value of x is given by E[x], then the
v
a
ri
an
ce of
x
is
g
ive
n
b
y:
σ
2=q1
(x
1−E
[x]
)2+q2(x2−E
[x]
)2+
⋯
+ q
n(xn
−
E[x]
)2
Because attitudes toward risk will differ among consumers, we must introduce some additional
terminology to differentiate among these attitudes. First, a risk-averse person prefers a sure
amount of $M to a risky prospect with an expected value of $M. A risk-loving individual prefers a
risky prospect with an expected value of $M to a sure amount of $M. Finally, a risk-neutral
individual is indifferent between a risky prospect with an expected value of $M and a sure amount
of $M.
It is possible that for some prospects individuals will be risk loving, while for others they
will be risk averse. For small gambles people typically are risk loving, whereas for larger gambles
they are risk averse. You may be willing to bet a quarter that you can guess whether a flipped coin
will come up heads or tails. The expected value of this gamble is zero. In this instance, you are
behaving as a risk lover: You prefer the gamble with an expected payoff of zero to not playing
(receiving zero for certain). If the stakes are raised to, say, $25,000, you will most likely choose not
to bet. In this instance, you will prefer not betting (zero for certain) to the gamble with an
expected value of zero.
Because the consumer is risk averse, he will choose to eat at the national chain unless he expects
the product of the local diner to be sufficiently better than the chain restaurant.
There is nothing special about the restaurant example; similar examples apply to retailing
outlets, transmission shops, and other types of stores. While there are exceptions, out-of-town
visitors typically prefer to make purchases at chain stores. Local customers are in a better position
to know for certain the type and quality of products offered at stores in their town and may shop at
the local store instead of the national chain. The key thing to notice is that even if the local store
offers a better product than the national chain, the national chain can remain in business if the
number of out-of-town customers is large enough.
Suppose that three-quarters of the stores in the market charge $100 for a particular brand of watch
and one-quarter charge $40. If the consumer locates a store that sells a watch for $40, she clearly
should stop searching; no store charges a price below $40.
What should a risk-neutral consumer do if she visits a store that charges $100? For
simplicity, suppose the consumer searches with free recall and with replacement. By free recall we
mean that the consumer is free to return to the store at any time to purchase the watch for $100.
The fact that a consumer searches with replacement means that the distribution of prices charged
by other firms does not change just because the consumer has learned that the one store charges
$100 for a watch. Under these assumptions, if the consumer searches again, one-quarter of the time
she will find a price of $40 and thus will save $100 − $40 = $60. But three-quarters of the time the
consumer will find a price of $100, and the gains from having searched will be zero. Thus, the
expected benefit of an additional search is: EB=14($100−$40)+34(0)=$15
In other words, if the consumer searches for a price lower than $100, one-quarter of the
time she will save $60 and three-quarters of the time she will save nothing. The expected benefit of
searching for a lower price thus is $15.
The reservation price, R, is the price at which the consumer is indifferent between purchasing at
that price and searching for a lower price. Formally, if EB(p) is the expected benefit of searching
for a price lower than p and c represents the cost per search, the reservation price satisfies the
condition: EB(R)=c
The returns associated with the joint project in the preceding problem reveal the important
notion of diversification, which is taught in basic business finance courses. By investing in multiple
projects, the manager may be able to reduce risk. This is merely a technical version of the old
adage, “Don’t put all your eggs in one basket.” As the example reveals, there are benefits to
diversification, but whether it is optimal to diversify depends on a manager’s risk preference and
the incentives provided to the manager to avoid risk.
While many managers are risk averse, generally the owners of the firm (the stockholders)
want the manager to behave in a risk-neutral manner. A manager who is risk neutral cares only
about the expected value of a risky project, not the underlying risk. More specifically, a risk-
neutral manager’s objective is to take actions that maximize the expected present value of the
firm, that is, actions that maximize expected profits. A risk-neutral manager would choose a risky
action over a sure thing provided the expected profits of the risky prospect exceeded those of the
sure thing.
Why would shareholders want managers to take actions that maximize expected profits
even when doing so might involve considerable risk? Shareholders can pool and diversify risks by
purchasing shares of many different firms to eliminate the systematic risk associated with the
firm’s operation. It therefore is inefficient for managers to spend time and money attempting to
diversify against risk when doing so will reduce the firm’s expected profits. Thus, while the owners
of a firm may be risk averse, they prefer managers who make risk-neutral decisions.
Just as consumers search for stores charging low prices, producers search for low prices of
inputs. When there is uncertainty regarding the prices of inputs, optimizing firms employ optimal
search strategies. The search strategy for a risk-neutral manager will be precisely the same as
that of a risk-neutral consumer. Rather than repeat the basic theory, it is more useful to illustrate
these concepts with an example.
A risk-neutral manager is attempting to hire a worker. All workers in the market are of identical
quality but differ with respect to the wage at which they are willing to work. Suppose half of the
workers in the labor market are willing to work for a salary of $40,000 and half will accept a salary
of $38,000. The manager spends three hours interviewing a given worker and values this time at
$300. The first worker the manager interviews says he will work only if paid $40,000. Should the
firm manager make him an offer or interview another worker?
Answer: This is an optimal search problem with a search cost of $300. If the manager
searches for another worker, half of the time she will find one willing to work for $38,000 and thus
will save $2,000. But half of the time the manager will find a worker just like the one she chose not
to hire, and the effort will have been for nothing. Thus, the expected benefit of interviewing another
worker is: EB=12($2,000)+12(0)=$1,000
Since this is greater than the cost of $300, the manager should not hire the worker but
instead search for a worker willing to work for $38,000.
As the preceding example reveals, asymmetric information can result in a situation where people
with the least information rationally refuse to participate in the market. If you think of the box in
the example as being a company whose stock is traded on the NASDAQ or the New York Stock
Exchange, it should be clear why there is so much concern over insider trading—the buying and
selling of stocks by persons who have privileged information about a firm. If some people know for
certain what a stock will sell for tomorrow (say, due to a takeover) and others do not, asymmetric
information exists. The only time insiders will purchase stock is when they know it is selling at a
price below what it is worth; the only time insiders will sell stock is when they know it is selling at a
premium over what it is worth. If people know that insiders regularly trade in the stock market,
people who are not insiders may rationally choose to stay out of the stock market to avoid paying
too much for a stock or selling it for too little. In extreme cases, this situation can completely
destroy the stock market, as no one is willing to buy or sell shares of firms’ stock. For this reason,
and as discussed in Chapter 14, there are laws that restrict persons with privileged information
about a firm from buying shares of that firm’s stock.
Asymmetric information between consumers and the firm can affect firm profits. For
example, suppose a firm invests in developing a new product that it knows to be superior to
existing products in the market. Consumers, on the other hand, are unlikely to know whether the
new product is truly superior to existing products or whether the firm is falsely claiming the
product to be superior. If the degree of asymmetric information is severe enough, consumers may
refuse to buy a new product even if it really is better than existing products. The reason is that they
do not know the product is indeed superior.
Asymmetric information affects many other managerial decisions, including hiring workers
and issuing credit to customers. In particular, job applicants have much better information about
their own capabilities than does the person in charge of hiring new workers. A job applicant who
claims to have excellent skills may be lying or telling the truth; the personnel manager has less
information than the applicant. This is why firms spend considerable sums designing tests to
evaluate job applicants, doing background checks, and the like. The basic reason for these types of
expenditures is to provide the firm with better information about the capabilities and tendencies of
job applicants. Similarly, a consumer who wishes to make a purchase on credit has much better
information about his own ability to pay off the debt than does the creditor. Of course, every
consumer seeking to purchase on credit will claim that he or she will pay off the debt. Asymmetric
information makes it difficult for the firm to know whether a person actually will pay off the debt.
In fact, firms pay sizable sums to credit bureaus to obtain better information about their credit
customers. These expenditures reduce asymmetric information and make it more difficult for
customers to take advantage of it.
Adverse selection generally arises when an individual has hidden characteristics—characteristics
that she knows but that are unknown by the other party in an economic transaction. In our example
of the job applicant, for instance, the worker knows his own ability but the employer does not. The
worker’s ability thus reflects a hidden characteristic. In contrast, moral hazard generally occurs
when one party takes hidden actions—actions that it knows another party cannot observe. For
example, if the manager of a firm cannot monitor a worker’s effort, then the worker’s effort
represents a hidden action. Just as it is often difficult to distinguish between ability (a
characteristic) and effort (an action), it is sometimes difficult to distinguish between adverse
selection and moral hazard.
Adverse selection refers to a situation where a selection process results in a pool of individuals with
economically undesirable characteristics. A simple example highlights the basic issues involved in
adverse selection.
Consider an industry in which all firms allow their employees five days of paid sick leave.
Suppose one firm decides to increase the number of paid sick leave days from 5 to 10 to attract
more workers. If the workers have hidden characteristics—that is, if the firm cannot distinguish
between healthy and unhealthy workers—the plan will probably lure many workers away from
other firms. But what type of workers is the firm most likely to attract? Workers who know they are
frequently ill and thus who value sick leave the most. Workers who know they never get sick will
have little incentive to leave their current employers, but those who are frequently sick will. From
the firm’s point of view, the policy attracts undesirable workers. In economic terms, the policy
results in adverse selection.
Adverse selection explains why people with poor driving records find it difficult to buy
automobile insurance. Suppose there are two types of people with bad driving records: (1) those
who are poor drivers and frequently have accidents and (2) those who are good drivers but, due
purely to bad luck, have been involved in numerous accidents in the past. Past accidents by bad
drivers are a result of their driving habits and are good indicators of the number of expected
future accidents. Past accidents by good drivers, on the other hand, are not a good indicator of the
expected number of future accidents; they merely reflect an unusual string of bad luck.
Sometimes when two parties engage in a contract, one party agrees to insulate the other party from
economic loss. If the contract induces the party that is insulated from loss to take a hidden action
that harms the other party, we say that moral hazard exists.
Consider, for instance, the principal–agent problem we first examined in Chapter 6. In this
setting the owner hires a manager to operate the firm, which earns profits that vary randomly with
economic conditions. Unfortunately, profits also depend on the manager’s effort, which is
unobservable to the owner. Thus, the effort of the manager represents a hidden action. Notice that
if the owner agrees to pay the manager a fixed salary of $50,000 (the contract), then the manager is
completely insulated from any economic loss that might arise due to random fluctuations in the
firm’s profits. The manager now has an incentive to spend less time at the office (the hidden action),
and the reduced effort of the manager results in lower firm profits (and thus harms the owner). In
other words, the fixed salary contract, coupled with the hidden action of the manager, results in
moral hazard. As we learned in Chapter 6, the owner can overcome this problem by either
monitoring the manager (taking away the hidden action) or making the manager’s pay contingent
on the firm’s profits (taking away the manager’s insurance against economic loss).
An attempt by an informed party to send an observable indicator of his or her hidden
characteristics to an uninformed party.
Signaling occurs when an informed party sends a signal (or indicator) of his or her hidden
characteristics to an uninformed party in an attempt to provide information about these hidden
characteristics. In product markets, firms use a host of devices to signal product quality to
consumers: money-back guarantees, free trial periods, and packaging labels that indicate the
product has won a “special award” or that the manufacturer has been in business since 1933. In
labor markets, job applicants attempt to signal their ability through resumes that tout their
“pedigree” (the school at which they earned an undergraduate degree) or the fact that they earned
an advanced degree such as an MBA or PhD.
For a signal to provide useful information to an otherwise uninformed party, the signal
must be observable by the uninformed party. Moreover, the signal must be a reliable indicator of
the underlying unobservable characteristic and difficult for parties with other characteristics to
easily mimic. To be concrete, consider a manager who wishes to hire a worker from an employment
pool that consists of two types of individuals: (1) unproductive workers, who produce nothing, and
(2) productive workers, who each has a value marginal product of $80,000 per year. Obviously, if
the labor market is perfectly competitive and the manager can observe the productivity of workers
before hiring them, unproductive workers will earn a salary of zero and productive workers will
earn a salary that equals their value marginal product—$80,000 per year.
Screening occurs when an uninformed party attempts to sort individuals according to their
characteristics. This sorting may be achieved through a self-selection device: Individuals who have
information about their own characteristics are presented with a set of options, and the options
they choose reveal their characteristics to the uninformed party.
A simple example will illustrate how an uninformed manager can use a self-selection device to gain
information about the hidden characteristics of workers. Suppose two workers—Fred and Mitchell
—have different characteristics: Fred is the better administrator and Mitchell is the better
salesperson. Fred and Mitchell know what they do better, but their personnel director does not.
Specifically, Fred knows the firm’s profits would increase by $20,000 if he were employed as an
administrator and that he would be unable to generate any sales if he were employed as a
salesperson. Mitchell knows the firm’s profits would increase by $15,000 if he were employed as an
administrator and that he could generate $1 million in sales if he were employed as a salesperson.
The personnel director, Natalie, wants to place each worker in the position that adds the most value
to the firm, but she lacks the information needed to make these assignments.
Natalie can overcome her lack of information by offering Fred and Mitchell different employment
options and letting them self-select into the job that is best for them as well as for the firm. In
particular, suppose Natalie uses a self-selection device whereby she announces the following
compensation for administrators and salespeople: Administrators earn a fixed salary of $20,000;
salespeople receive a 10 percent sales commission. Confronted with these options, Fred realizes
that he would earn $0 as a salesperson and thus will self-select into his best-paying option: the
administrative position. Mitchell will opt for the sales position since the $100,000 he earns as a
salesperson (10 percent of the $1 million he generates in sales) exceeds the $20,000 he would
earn as an administrator. Thus, even though Natalie does not know which of the two individuals
would be the better administrator and the better salesperson, the self-selection device sorts
workers into the jobs she would have assigned if she had known Fred’s and Mitchell’s
characteristics.
There are four basic types of auction: English (ascending-bid); first-price, sealed-bid; second-
price, sealed-bid; and Dutch (descending-bid) auctions. These auctions differ with respect to (1)
the timing of bidder decisions (whether bids are made simultaneously or sequentially) and (2) the
amount the winner is required to pay. Keep these two sources of differences in auctions in mind as
we discuss each type of auction.
The auction you probably are most familiar with is the English auction. In an English auction, a
single item is to be sold to the highest bidder. The auction begins with an opening bid. Given
knowledge of the opening bid, the auctioneer asks if anyone is willing to pay a higher price. The
bids continue to rise in a sequential fashion until no other participants wish to increase the bid. The
highest bidder—the only bidder left—pays the auctioneer his or her bid and takes possession of the
item.
Notice that in an English auction, the bidders continually obtain information about one
another’s bids. Given this information, if they think the item is worth more than the current high
bid, they will increase their bids. The auction ends when no other bidder is willing to pay more for
the item than the highest bid. For this reason, in an English auction the person who ends up with
the item is the one who values the item the most.
To illustrate, suppose three firms are competing for the right to purchase a machine in an
English auction at a bankruptcy sale. Firm A values the machine at $1 million, firm B values it at $2
million, and firm C values it at $1.5 million. Which firm will acquire the machine, and at what price?
All three firms will bid up to $1 million for the machine. Once the bid is slightly above this
amount, firm A will drop out since it values the machine at $1 million. When the bid reaches $1.5
million, firm C will drop out, which means firm B will acquire the machine for $1.5 million (or
perhaps $1.5 million plus $.01). Effectively, the winner of the auction simply has to top the second-
highest valuation of the machine.
In a first-price, sealed-bid auction, the bidders write their bids on pieces of paper without
knowledge of bids made by other players. The auctioneer collects the bids and awards the item to
the high bidder. The high bidder pays the auctioneer the amount he or she has written on the piece
of paper.
In a second-price auction, the dominant strategy is to bid your true valuation of the item. If you have
ever participated in an auction on eBay, chances are you have participated in a second-price auction.
eBay’s incremental bidding mechanism permits a bidder to submit his reservation price or
“maximum bid.” This amount is kept secret by eBay’s system. The system automatically updates the
bid, using the smallest increment required above the previous high bid. This process continues until
the bid required exceeds the reservation price.
This environment is essentially a second-price auction, and the optimal reservation price to
submit early in the auction is your true valuation of the item. As eBay explains on its website:
We suggest that you bid the maximum amount that you’re willing to pay for an item, and let
our system incrementally increase your bid for you, as necessary. As the listing proceeds, we
compare your bid to those of other bidders. When you’re outbid, we automatically bid on your
behalf up to your maximum bid. We increase your bid by increments only as much as necessary to
maintain your position as highest bidder. Your maximum bid reflects the amount you’re willing to
pay for an item, but you could end up paying less.
Thus, in a first-price, sealed-bid auction, the highest bidder wins the item just as in an
English auction. However, unlike in an English auction, the bidders do not know the bids of other
players. As we will see, this characteristic can affect bidding behavior and, consequently, the price
collected by the auctioneer.
A second-price, sealed-bid auction is similar to a first-price, sealed-bid auction in that bidders
submit bids without knowledge of the bids submitted by others. The person submitting the highest
bid wins but has to pay only the amount bid by the second highest bidder. Consider, for instance,
the situation where a machine is auctioned off to one of three firms in a second-price, sealed-bid
auction. If Firm A bids $1 million, Firm B bids $2 million, and Firm C bids $1.5 million, then the high
bidder—Firm B—wins the item, but it pays only the second highest bid, which is $1.5 million.
In a Dutch auction, the seller begins by asking for a very high price for the item (a price so high that
she or he is certain no one will be willing to buy). The auctioneer gradually lowers the price until
one buyer indicates a willingness to buy the item at that price. At this point, the auction is over:
The bidder buys the item at the last announced price. Dutch auctions are used extensively in the
Netherlands to auction flowers such as tulips. Car dealers sometimes use a Dutch auction to sell
cars; a price for a particular car is posted each day on a marquee, and the price is lowered each day
until someone purchases the car.
The information available to bidders in a Dutch auction is identical to that in a first-price,
sealed-bid auction. In particular, no information is available about the bids of other players until
the auction is over, that is, when the first bidder speaks up. Consequently, a Dutch auction is
strategically equivalent to a first-price, sealed-bid auction. The reason is that in both types of
auctions, bidders do not know the bids of other players. Furthermore, in each case the bidder pays
what he or she bid for the item. In terms of optimal bidding behavior and the profits earned by the
auctioneer, the Dutch auction and first-price, sealed-bid auctions are identical.
Consider an antique auction in which the bidders are consumers who wish to acquire an antique for
personal use. Thus, the bidders’ valuations of the item are determined by their individual tastes.
While a bidder knows his or her own tastes, he or she does not know the preferences of the other
bidders. Thus, there is asymmetric information.
The auction just described is one in which bidders have independent private values. The
term private value refers to the fact that the item’s worth to an individual bidder is determined by
personal tastes that are known only to that bidder. The fact that these private values are
independent means that they do not depend on the valuations of others: Even if a player could
obtain information about other bidders’ valuations, his or her valuation of the object would not
change. This information might, however, induce him or her to bid differently in the auction.
This example illustrates an environment in which bidders have affiliated (or correlated) value
estimates. Each bidder must base his or her decision on an estimate (or guess) of his or her
valuation of the item. Furthermore, the bidders’ value estimates are correlated, or, more precisely,
affiliated: The higher one bidder’s value estimate, the more likely it is that other bidders also have
high value estimates.
A special case of this environment, the common-value auction, arises when the true
underlying value of the item is the same for all bidders. In this case, individual tastes play no role in
shaping the bidders’ value estimates. The uncertainty stems purely from the fact that different
bidders use different information to form their estimates of the common value of the item.
A good example of a common-value auction is the government’s use of auctions to sell oil,
gas, and mineral rights to prospective firms. The true value of these rights (the amount of oil, gas, or
ore underneath the earth) is unknown to the bidders, but whatever the amount, the value is the
same for all bidders. Each bidder forms an estimate of the true common value by taking seismic
readings and performing other tests. Even though the true value is the same for all bidders, each
bidder will likely obtain different estimates through its own tests.
Consider first an English auction, in which the auctioneer starts with a low price and gradually
raises it until only one bidder remains. A bidder who remains in the auction after the price exceeds
his valuation risks having to pay more for the item than it is worth to him. A bidder who drops out
of the auction before the price reaches her valuation misses an opportunity to obtain the item at a
price below her value. Thus, the optimal bidding strategy in an English auction is for each bidder
to remain active until the price exceeds his or her own valuation of the object. Thus, the bidder
with the highest valuation will win the object and pay an amount to the auctioneer that equals the
second-highest valuation (the price at which the last competitor drops out).
Next, consider a second-price, sealed-bid auction: The highest bidder wins and pays the amount bid
by the second-highest bidder. In this case something remarkable happens: Each player has an
incentive to bid precisely his or her own valuation of the item. Since each player bids his or her own
valuation, the amount actually paid by the highest bidder is the valuation of the second-highest
bidder, just as in the English auction.
Why should players bid their true valuation in a second-price auction? The reason is quite
simple. Since the winner pays the bid of the second-highest bidder, not his or her own bid, it does
not pay for players to bid more or less than their own valuations. To see this, suppose a player bid
more than the item was worth to him to increase the likelihood of being the high bidder. If the
second-highest bid is less than his valuation, this strategy yields no additional returns; he also
would have won had he bid his true valuation. If the second-highest bid is above his valuation, then
by bidding more than his valuation he may indeed win. But if he does win, he pays the second-
highest bid, which we assumed is above his own valuation! In this case, he pays more for the item
than the item is worth to him. Thus, it does not pay for a player to bid more than his or her
valuation in a second-price auction. Will a player ever bid less than his valuation? No. A player who
bids less merely reduces the chance of winning since the player never pays his or her own bid! For
this reason, the dominant strategy for bidders in a second-price, sealed-bid auction is to bid their
valuations.
Finally, consider a first-price auction (which as we have seen is strategically equivalent to a Dutch
auction). In this case, the high bidder wins and pays his or her own bid. Since players do not know
the valuations or bids of others and must pay their own bid if they win, players have an incentive to
bid less than their own valuation of the item. By bidding less than his or her own valuation of the
item, a player reduces the probability of submitting the highest bid. But the profit the bidder earns
if he or she does win more than offsets the reduced probability of winning. The amount by which a
bidder shades down his bid depends on how many other bidders are competing for the item. The
more competitive the auction (that is, the greater the number of other bidders), the closer a
player should bid to his or her true valuation. The following principle includes a formula you can
use to explicitly compute your optimal bid in situations in which you and other bidders perceive
that the lowest possible valuation of other bidders is L and the highest possible valuation is H.
Optimal bidding strategies with affiliated (or correlated) values are more difficult to describe, for
two main reasons. First, the bidders do not know their own valuations of the item, let alone the
valuations of others. This not only makes it difficult for players to determine how much to bid, but
as we will see, it makes them vulnerable to what is called the winner’s curse. Second, the auction
process itself may reveal information about how much the other bidders value the object. When
players’ value estimates are affiliated, optimal bidding requires that players use this information
to update their own value estimates during the auction process.
Suppose the differences in their estimates of the amount of oil in the ground are due purely to
random variations in test procedures. Some firms think there is more oil in the ground than
others, not because they are better informed but due purely to random chance. In this case, the
firm that submits the winning bid is the firm with the most optimistic estimate of the amount of oil
in the ground. Expressed differently, one of the spoils of victory in a common-values auction is the
winner’s curse: Winning conveys news to the victor that all the other firms think the lease is worth
less than he or she paid for it. The chance that the other 99 firms are wrong and the winner is right
is slim indeed. Notice that if the bidders could “pool” their information and average it, they would
have a more precise estimate of the true amount of oil in the ground.
With independent private values, the auctioneer’s expected revenues are the same for all four
auction types. The reason for this result, known as revenue equivalence, is as follows.
With independent private values, players already know their own valuations and therefore
learn nothing useful about the item’s worth during the auction process. As we saw in the previous
section, the price ultimately paid by the winner in an English auction is the second-highest
valuation—the price at which the last competitor drops out. This is also the case in a second-price
auction. In particular, each player bids his or her own value, and thus the price paid by the winner
(the second-highest price) is the second-highest valuation. It follows that, with independent
private values, the expected revenue earned by the auctioneer is the same in an English auction as
a second-price auction.
In a first-price auction, each bidder has an incentive to shade his bid. In effect, each bidder
estimates how far below his own valuation the next highest valuation is and then shrinks his or her
bid by that amount. The player who wins the auction is the one with the highest valuation, and
therefore he pays an amount to the auctioneer that is, on average, equal to the second-highest
valuation. Thus, with independent private values, the expected revenue earned by the auctioneer in
a first-price auction is identical to that in English and second-price auctions. Since the Dutch
auction is strategically equivalent to a first-price auction, the expected revenues under the two
auctions are the same. For these reasons, all four of these auctions generate the same expected
revenues for the auctioneer when bidders have independent private values.
Chapter 14
Throughout most of this book, we have treated the market as a place where firms and consumers
come together to trade goods and services with no intervention from government. But as you are
aware, rules and regulations that are passed and enforced by government enter into almost every
decision firms and consumers make. As a manager, it is important to understand the regulations
passed by government, why such regulations have been passed, and how they affect optimal
managerial decisions.
We will begin by examining four reasons why free markets may fail to provide the socially
efficient quantities of goods: (1) market power, (2) externalities, (3) public goods, and (4)
incomplete information. Our analysis includes an overview of government policies designed to
alleviate these “market failures” and an explanation of how the policies affect managerial decisions.
The power of politicians to institute policies that affect the allocation of resources in markets
provides those adversely affected with an incentive to engage in lobbying activities.
Social welfare—defined as the sum of consumer and producer surplus—is maximized at the output
where price equals marginal cost. The socially efficient price and output arise naturally if the
industry is perfectly competitive. In contrast, a firm that has market power produces less than the
socially efficient level of output because it charges a price that exceeds its marginal cost of
production. In such instances, the value to society of another unit of the good is greater than the
cost of the resources needed to produce that unit; there would be a net gain to society if additional
output were produced. In these instances, government may intervene in the market and regulate
the actions of firms in an attempt to increase social welfare.
Notice in Figure 14–1 that the area of triangle ABC is the deadweight loss of the monopoly—welfare
that would have accrued to society if the industry were perfectly competitive but is not realized
because of the market power the monopolist enjoys. The failure of the market to fully maximize
social welfare is due to market power; the deadweight loss triangle provides a measure of this
welfare loss to society.
Antitrust policy attempts to eliminate the deadweight loss of monopoly by making it illegal for
managers to engage in activities that foster monopoly power, such as price-fixing agreements and
other collusive practices. The cornerstone of U.S. antitrust policy is contained in Sections 1 and 2 of
the Sherman Antitrust Act of 1890.
Merger policy changed, however, when new horizontal merger guidelines were written in 1982,
amended in 1984, and revised in 1992, 1997, and 2010. In Chapter 7 you learned that these
guidelines are based on the Herfindahl-Hirschman index (HHI), HHI=10,000∑i=1Nw2i, where wi is
the market share of firm i. More precisely, wi represents firm i’s sales in the relevant market as a
fraction of the total sales of all firms in that market. Under the Horizontal Merger Guidelines, a
merger that increases HHI by less than 100 or leads to an unconcentrated market (post-merger HHI
< 1,500) is ordinarily allowed. Markets in which the postmerger HHI is between 1,500 and 2,500
are considered moderately concentrated. In moderately concentrated markets, mergers that
increase HHI by more than 100 points potentially raise antitrust concerns. Markets in which the
postmerger HHI exceeds 2,500 are deemed highly concentrated. In highly concentrated markets,
an increase in the HHI of between 100 and 200 points also potentially raises antitrust concerns. If a
merger increases HHI by more than 200 and leads to a highly concentrated market, it is presumed
to be likely to enhance market power.
It is important to stress that these are only guidelines; mergers are often allowed even when
HHI indexes are large, provided there is a significant likelihood of potential entry into the market by
domestic or foreign firms, an emerging new technology, or increased efficiency, or one of the firms
has financial problems.
In the presence of large economies of scale (as is the case for some utility companies), it may be
desirable for a single firm to service a market. In these instances, government may allow a firm to
exist as a monopoly but choose to regulate its price to reduce the deadweight loss. In this section,
we will see how such regulation affects managerial decisions and social welfare.
Unfortunately, some production processes create costs for people who are not part of
the production or consumption process for the good. These external costs are called
negative externalities.
The most common example of a negative externality is pollution. When a firm creates
wastes that either do not easily biodegrade or have harmful effects on other resources, it does not
pay the full cost of production. For example, a firm that produces textiles usually creates waste
products that contain dioxin, a cancer-causing chemical. When a textile manufacturer can dispose
of this waste “for free” by dumping it into a nearby river, it has an incentive to dump more waste
into the river than is socially optimal. While the firm benefits from dumping waste into the river,
the waste reduces the oxygen content of the water, clogs normal waterway routes, and creates
reproduction problems for birds, fish, reptiles, and aquatic animals. These results negatively affect
people who are not involved in the production or consumption process.
The basic reason for the “market failure” is the absence of well-defined property rights; the steel
firms believe they have the right to use the river to dump waste, and environmentalists believe they
have the right to a clean river. This failure often can be solved when government defines itself to be
the owner of the environment. It can then use its power to induce the socially efficient levels of
output and pollution.
Permits can be sold by one firm to another both within and across industries. This does two things
that allow the market to reduce pollution. First, it allows new firms to enter an industry when
demand increases. Second, it provides an incentive for existing firms to invest in new technology to
create cleaner production methods.
Another source of market failure is the provision of public goods—goods that are nonrival and
nonexclusionary in nature and therefore benefit persons other than those who buy the goods.
Public goods differ from most goods you consume, which are rivalrous in nature. This simply
means that when you consume the good, another person is unable to consume it as well. For
example, when you buy and wear a pair of shoes to protect your feet, you prevent someone else
from wearing the same pair; the consumption of shoes is rivalrous in nature.
Nonrival goods include radio signals, lighthouses, national defense, and protecting the
environment. When you receive a radio signal in your car, you do not prevent other drivers from
picking up the same station in their cars. This is in sharp contrast to your purchasing a pair of shoes.
The second aspect of a public good is that it is nonexclusionary: Once a public good is made
available, everyone gets it; no one can be excluded from enjoying the good. Most goods and services
are by nature exclusionary. For example, when a car manufacturer produces a car, it can keep
people from using the car by putting a lock on the door and giving the key only to the person who is
willing to pay for the car.
Goods and services such as clean air, national defense, and radio waves are nonexclusionary
goods. For example, when the air is clean, everyone gets to consume the clean air; it cannot be
allocated to a single person.
What is it about public goods that leads the market to provide them in inefficient quantities?
The answer is that since everyone gets to consume a public good once it is available, individuals
have little incentive to purchase the good; rather, they prefer to let other people pay for it. Once it
becomes available, they can “free ride” on the efforts of others to provide the good. But if everyone
thinks this way, no one will buy the good and it will not be available. One person alone may be
unable to afford to purchase the good.
Another source of market failure is the provision of public goods—goods that are nonrival and
nonexclusionary in nature and therefore benefit persons other than those who buy the goods.
Public goods differ from most goods you consume, which are rivalrous in nature. This simply
means that when you consume the good, another person is unable to consume it as well. For
example, when you buy and wear a pair of shoes to protect your feet, you prevent someone else
from wearing the same pair; the consumption of shoes is rivalrous in nature.
Nonrival goods include radio signals, lighthouses, national defense, and protecting the
environment. When you receive a radio signal in your car, you do not prevent other drivers from
picking up the same station in their cars. This is in sharp contrast to your purchasing a pair of shoes.
The second aspect of a public good is that it is nonexclusionary: Once a public good is made
available, everyone gets it; no one can be excluded from enjoying the good. Most goods and services
are by nature exclusionary. For example, when a car manufacturer produces a car, it can keep
people from using the car by putting a lock on the door and giving the key only to the person who is
willing to pay for the car.
Goods and services such as clean air, national defense, and radio waves are nonexclusionary
goods. For example, when the air is clean, everyone gets to consume the clean air; it cannot be
allocated to a single person.
What is it about public goods that leads the market to provide them in inefficient quantities?
The answer is that since everyone gets to consume a public good once it is available, individuals
have little incentive to purchase the good; rather, they prefer to let other people pay for it. Once it
becomes available, they can “free ride” on the efforts of others to provide the good. But if everyone
thinks this way, no one will buy the good and it will not be available. One person alone may be
unable to afford to purchase the good.
The socially efficient level of streetlights is at point A in Figure 14–7, where the marginal cost of
producing streetlights exactly equals the total demand for streetlights. Algebraically, if the marginal
cost of providing streetlights is $54 per light, the socially efficient quantity of streetlights is the
quantity that equates: 54=90−3Q, which is 12 lights.
Since the marginal cost of each streetlight is $54 and lies above each individual’s demand
curve for streetlights in Figure 14–7, none of them will be willing to pay for even one streetlight on
their own. However, if each person paid $18 per light, together they would pay $54 per light and
could afford to purchase the socially efficient quantity of lights. The only way the people in this
neighborhood can achieve the socially efficient quantity of lights is to pool their resources. If they
accomplish this and each pays $18 per light, each will enjoy a consumer surplus of the shaded
region in Figure 14–7, which is $72.
We conclude by pointing out that it may be advantageous for a firm to contribute to public goods in
its market area. Doing things such as cleaning up a local park or giving money to public television
creates goodwill toward the firm and as a result may create brand loyalty or increase the demand
for the firm’s product. Since public goods are nonrival and nonexclusionary, $1 spent on cleaning
up a park or subsidizing public TV is $1 spent on everyone who finds a clean park or public TV
appealing. This makes the provision of public goods an inexpensive way for a firm to “benefit”
numerous consumers and thus may be a useful advertising strategy in some situations. Another
advantage is that it may put the firm on more favorable terms with politicians, who have
considerable latitude in affecting the environment in which the firm operates. Unfortunately, there
is no easy way to explicitly calculate the optimal amount that a firm should voluntarily contribute to
public goods. But ultimately, if the firm’s goal is to maximize profits, the last dollar spent on
contributions to public projects should bring in one additional dollar in revenue.
For markets to function efficiently, participants must have reasonably good information about
things such as prices, quality, available technologies, and the risks associated with working in
certain jobs or consuming certain products. When participants in the market have incomplete
information about such things, the result will be inefficiencies in input usage and in firms’ output.
Consider the consumption of cigarettes. If individuals are not told that cigarettes are
hazardous, some people who currently do not smoke because of the known health risks would
smoke out of ignorance of the dangers of smoking. The decision to smoke would be based on
incomplete information about the dangers of smoking. For reasons such as these, government
serves as a provider of information in many markets, dispensing information to consumers about
the ingredients of certain foods, the dangers of certain products and drugs, and the like. Firms print
some of this information on the labels of their products due to regulations imposed by government.
Government even regulates the work environment by ensuring that workers are aware of the
dangers of chemicals such as asbestos and the benefits of precautions such as wearing hard hats in
construction jobs. In these instances, the regulations are carried out by the Occupational Safety and
Health Administration (OSHA).
One of the more severe causes of market failure is asymmetric information, a situation
where some market participants have better information than others. As we saw in Chapter 12, the
presence of asymmetric information can lead buyers to refuse to purchase from sellers out of fear
that the seller is willing to get rid of the product because it is worth less than they are willing to pay.
In the extreme case, the market can collapse altogether. For this reason, several government
policies are designed to alleviate the problems caused by asymmetric information.
One example of a government regulation designed to alleviate market failures due to
asymmetric information is the law against insider trading in the stock market. The purpose of the
law is to ensure that asymmetric information (better information by insiders) does not destroy the
market by inducing outsiders to stay out of it.
Another policy government uses to disseminate information and reduce asymmetric information is
the certification of skills and/or authenticity. The purpose of certification is to centralize the cost of
gathering information. All licensing done by the government falls under certification; this includes
all nonprofit organizations, such as charities. Certification can also be a set of minimum standards,
such as those for schools and physicians. The purpose is to assure consumers that the products or
services have been certified as meeting a certain set of minimum standards. Without a central
authority to fulfill this information-gathering role, each individual would have to pay the cost of
gaining knowledge about the quality of a product or service. This would lead to inefficiencies due to
duplication of information-gathering efforts.
A set of legislation over the years has made gathering information for borrowing purposes less
difficult. Confusion caused by the Truth in Lending Act (1969) led Congress to pass the Truth in
Lending Simplification Act (TLSA) in 1980. TLSA is enforced by the Federal Reserve Board (FRB)
and has been revised several times. In 1980, the FRB passed Regulation Z to provide guidelines for
enforcement; it amended Regulation Z in 1982.
Regulation Z and TLSA require that all creditors comply with the act. A creditor is defined as
anyone who loans money subject to a finance charge, where the money is to be paid back in four or
more installments. A creditor must also be the person to whom the original obligation is payable.
TLSA has some exemptions regarding the types of loans covered, the most notable being business,
agricultural, and commercial loans.
TLSA requires that creditors disclose certain information to debtors in writing before the
consummation of loans. This information includes an itemization of all finance charges, the total
purchase price, the annual interest rate charged, and over a dozen other items. The purpose of this
law is to ensure that all debtors are given an opportunity to understand all aspects of borrowing
money from a specific creditor, thus creating more symmetric information between borrowers and
lenders.
The Truth in Lending Act affects both the supply of and the demand for credit. Potential
borrowers now have more complete information about what a loan involves. This increased
knowledge reduces the risk involved in repayment for the borrower. The reduced risk shifts the
demand curve for loans to the right. The suppliers of loans (creditors) are affected mainly by the
increased cost of complying with the government regulations. This shifts the creditors’ supply
curve to the left. Since the demand curve for loans shifts to the right and the supply curve shifts to
the left, the effect of this law is to increase the price of loans (the interest rate).
Often firms have better information about their products than do consumers. This advantage may
give firms an incentive to make false claims about the merits of their products to capitalize on
consumers’ lack of information. In some instances, such practices can lead consumers to switch
from one firm’s product to a competitor’s product. In extreme cases, the asymmetric information
can induce consumers to ignore advertising messages altogether, out of fear that the messages are
false. Government often can alleviate these market failures by regulating the advertising practices
of firms.
Advertising regulation, which encourages truth in advertising, usually is enforced by civil
suits. Under Section 43 of the Lanham Act, false and misleading advertising is prohibited.
Technically, the FTC can bring suit against any false advertising using the Lanham Act, although
most cases are filed in civil court by those harmed by deceptive advertising rather than by the FTC.
The Lanham Act, in concert with the Clayton Act, allows someone who is harmed by false or
misleading advertising to stop the deceptive practice and receive treble damages. If a firm finds
that a competitor’s deceptive advertising reduces the demand for its product, it may sue under the
Lanham Act. The plaintiff first must prove that the advertisement either is false or misleads
consumers. The plaintiff also must prove that the misleading or false advertising harmed it. If the
plaintiff wins, the defendant must cease running the advertisement, recall any units of the product
that have the false or misleading claim on their label, and pay the plaintiff three times the
damages the advertisement caused the plaintiff.
The preceding analysis shows how government policies can improve the allocation of resources in
the economy by alleviating the problems associated with market power, externalities, public goods,
and incomplete information. It is important to note, however, that government policies generally
benefit some parties at the expense of others. For this reason, lobbyists spend considerable sums in
attempts to influence government policies. This process is known as rent seeking.
You are the manager of a monopoly that faces an inverse demand curve of P = 10 − Q and
has a cost function of C(Q) = 2Q. The government is considering legislation that would regulate
your price at the competitive level. What is the maximum amount you would be willing to spend on
lobbying activities designed to stop the regulation?
If the regulation passes, your firm’s price will be regulated at marginal cost ($2) and the firm
will earn zero profits. If not, the firm can continue to produce the monopoly output and charge the
monopoly price. The monopoly output is determined by the point where MR = MC: 10−2Q=2
Solving for Q yields the monopoly output of QM = 4 units. The monopoly price is obtained by
inserting this quantity into the demand function to obtain: PM=10−4=6
Thus, your firm stands to lose monopoly profits of PMQM − C(QM) = $16 if the regulation is
imposed. The most you would be willing to spend on lobbying activities thus is $16.
The purpose of a quota is to limit the number of units of a product that foreign competitors can
bring into the country. For example, a quota on Japanese automobile imports limits the number of
cars Japanese automakers can sell in the United States. This reduces competition in the domestic
automobile market, which results in higher car prices, higher profits for domestic firms, and
lower consumer surplus for domestic consumers. Domestic producers thus benefit at the expense
of domestic consumers and foreign producers.
We will address two types of tariffs: lump-sum tariffs and excise or per-unit tariffs. A lump-
sum tariff is a fixed fee that foreign firms must pay the domestic government to be able to sell
in the domestic market. In contrast, a per-unit or excise tariff requires the importing firms to
pay the domestic government a fee on each unit they bring into the country.
A lump-sum tariff increases the profits of domestic producers if demand is low but has no
effect on their profits if demand is high.
If an excise tariff is imposed on foreign producers instead of a lump-sum tariff, domestic
producers benefit at all levels of demand.
Terminology:
•Managerial economics: the study of how to direct scarce resources in the way that
most efficiently achieves a managerial goal
•Manager: is a person who directs resources to achieve a stated goal (includes all
individuals who: direct the efforts of others, including those who delegate tasks within an
organization
such as a firm, a family, or a club; purchase inputs to be used in the production of goods and
services such as the output of a firm, food for the needy, or shelter for the homeless; or are
in charge of making other decisions, such as product price or quality)
•Economics: the science of making decisions in the presence of scarce resources
•Resources: anything used to produce a good or service or, more generally, to achieve a goal
•Opportunity cost: the specific cost of a resource plus the implicit cost of giving up its
best alternative use
•Economic profits: the difference between the total revenue and the total opportunity cost
of producing the firm’s goods or services
•Power of Input Suppliers: industry profits tend to be lower when suppliers have the power
to negotiate favorable terms for their inputs; supplier power tends to be low when inputs
are relatively standardized and relationship-specific investments are minimal input
markets are not highly concentrated
•Power of Buyers: industry profits tend to be lower when customers or buyers have the
power to negotiate favorable terms for the products or services produced in the
industry
•In most consumer markets, buyers are fragmented and thus buyer concentration is
low. Buyer concentration and hence customer power tend to be higher in industries
that serve relatively few “high-volume” customers. Buyer power tends to be lower
in industries where the cost to customers of switching to other products is high—as
is often the case when there are relationship-specific investments and hold-up
problems, imperfect information that leads to costly consumer search, or few close
substitutes for the product. Government regulations, such as price floors or price
ceilings, can also impact the ability of buyers to obtain more favorable terms.
•Industry Rivalry: the sustainability of industry profits also depends on the nature and
intensity of rivalry among firms competing in the industry; rivalry tends to be less intense
(and hence the likelihood of sustaining profits is higher) in concentrated industries—that
is, those with relatively few firms.
•Substitutes and Complements: the level and sustainability of industry profits also depend
on the price and value of interrelated products and services
•Consumer–producer rivalry: occurs because of the competing interests of consumers and
producers; consumers attempt to negotiate or locate low prices, while producers attempt
to negotiate high prices; provides a natural check and balance on the market process even
in markets in which the product is offered by a single firm (a monopolist)
•Consumer–consumer rivalry: reduces the negotiating power of consumers in
the marketplace; arises because of the economic doctrine of scarcity
•When limited quantities of goods are available, consumers will compete with
one another for the right to purchase the available goods
•Producer–producer rivalry: functions only when multiple sellers of a product compete in
the marketplace; producers compete with one another for the right to service the customers
available
•Those firms that offer the best-quality product at the lowest price earn the right
to serve the customers
•PV (present value): an amount received in the future is the amount that would have to
be invested today at the prevailing interest rate to generate the given future value
•NPV (net present value (NPV): the present value (PV) of the income stream generated by
the project minus the current cost (C0) of the project: NPV = PV − C0; positive NPV = profit
•Marginal analysis: optimal managerial decisions involve comparing the marginal
(or incremental) benefits of a decision with the marginal (or incremental) costs
•Marginal benefit: the additional benefits that arise by using an additional unit of
the managerial control variable
•Marginal cost: additional cost incurred by using an additional unit of the managerial
control variable
•Incremental revenues: the additional revenues derived from a decision
•Incremental costs: the additional costs that stem from the decision
•Scarcity: an individual cannot make a choice without giving up another
•Explicit costs: Revealed and expressed
•Implicit costs: Present but not obvious
•Regression analysis: the primary method economists use to estimate the parameters
of demand functions
•Elasticity: a measure of the responsiveness of one variable to changes in another
variable; the percentage change in one variable that arises due to a given percentage
change in another variable
•Own price elasticity of demand: a measure of the responsiveness of the quantity demanded
of a good to a change in the price of that good; the percentage change in quantity
demanded divided by the percentage change in the price of the good
•If the own price elasticity of demand for a product is −2, for instance, we know that
a 10 percent increase in the product’s price leads to a 20 percent decline in the
quantity demanded of the good since −20%/10% = −2.
•Elastic: if the absolute value of the own price elasticity is greater than 1
•Results in an increase in price which reduces total revenue
•Inelastic: if the absolute value of the own price elasticity is less than 1
•Results in an increase in price which increases total revenue
•Unitary elastic: if the absolute value of the own price elasticity is equal to 1
•Perfectly elastic: the own price elasticity is infinite in absolute value; demand curve
is horizontal
•Perfectly inelastic: the own price elasticity is zero; demand curve is vertical
•Cross-price elasticity: a measure of the responsiveness of the demand for a good to
changes in the price of a related good; the percentage change in the quantity demanded of
one good
divided by the percentage change in the price of a related good
•Helps managers ascertain how much its demand will rise or fall due to a change
in the price of another firm’s product
•Income elasticity: a measure of the responsiveness of the demand for a good to changes in
consumer income; the percentage change in quantity demanded divided by the
percentage change in income
•Econometrics: the statistical analysis of economic data
•Least squares regression: the line that minimizes the sum of squared deviations
between the line and the actual data points
•T-statistic: the ratio of the value of a parameter estimate to the standard error of
the parameter estimate
•Law of demand: as the price of a good rises (falls) and all other things remain constant,
the quantity demanded of the good falls (rises)
•Change in quantity demanded: changes in the price of a good lead to a change in the
quantity demanded of that good; this corresponds to a movement along with a
given demand curve
•Change in demand: changes in variables other than the price of a good, such as income
or the price of another good, lead to a change in demand; this corresponds to a shift of
the entire demand curve
oA rightward shift in the demand curve is called an increase in demand, since more
of the good is demanded at each price.
oA leftward shift in the demand curve is called a decrease in demand.
•Consumer surplus: the value consumers get from a good but do not have to pay for
oImportant to managers because it tells how much extra money consumers would be
willing to pay for a given amount of a purchased product
oThe area above the price paid for a good but below the demand curve
•Market supply curve: indicates the total quantity of a good that all producers in a
competitive market would produce at each price, holding input prices, technology, and
other variables affecting supply constant
•Change in quantity supplied: changes in the price of a good lead to a change in the
quantity supplied of that good
o Corresponds to a movement along a given supply curve
•Change in supply: changes in variables other than the price of a good, such as input prices
or technological advances, lead to a change in supply
o Corresponds to a shift of the entire supply curve
•Supply function: describes how much of a good will be produced at alternative prices of
that good, alternative input prices, and alternative values of other variables affecting supply
•Producer surplus: the amount producers receive in excess of the amount necessary
to induce them to produce the good
•Price ceiling: the maximum legal price that can be charged in a market
•Full economic price: the dollar amount paid to a firm under a price ceiling, plus
the nonpecuniary price
•Price floor: the minimum legal price that can be charged in a market
•Surplus: quantity demanded is less than quantity supplied
•Production function: defines the maximum amount of output that can be produced with
a given set of inputs
•Fixed factors of production: the inputs a manager cannot adjust in the short run
•Variable factors of production: the inputs a manager can adjust to alter production
•Total product (TP): the maximum level of output that can be produced with a given
amount of inputs
•Average product (AP): a measure of the output produced per unit of input
•Marginal product (MP): the change in total output attributable to the last unit of an input
•Total cost: sum of fixed & variable costs
•Fixed cost: cost that does not change with changes in output
•Includes the costs of fixed inputs used in production
•Variable cost: cost that changes with changes in output
•Includes costs of inputs that vary with output
•Short-run cost function: defines the minimum possible cost of producing each output
level when variable factors are employed in the cost-minimizing fashion
•Average fixed cost (AFC): fixed costs divided by the number of units of output
•Marginal cost (MC): the change in total costs arising from a change in the managerial
control variable Q
•Cubic cost function: costs are a cubic function of output
▪Provides a reasonable approximation to virtually any cost function
•Long-run average cost curve: defines the minimum average cost of producing
alternative levels of output, allowing for optimal selection of both fixed and variable
factors of
production
•Multiproduct cost function: defines the cost of producing given levels of two or more
types of outputs assuming all inputs are used efficiently
•Economies of scope: exist when the total cost of producing two products within the
same firm is lower than when the products are produced by separate firms
•Cost complementarities: exist when the marginal cost of producing one output is
reduced when the output of another product is increased
•Spot exchange: an informal relationship between a buyer & seller in which neither part
is obligated to adhere to specific terms for exchange
•Contract: a formal relationship between a buyer & seller that obligates the buyer and
seller to exchange at terms specified in a legal document
•Vertical integration: a situation where a firm produces the inputs required to make its
final product
•Transaction costs: costs associated with acquiring an input that are in excess of the
amount paid to the input supplier
•Specialized investment: an expenditure that must be made to allow two parties to
exchange but has little or no value in any alternative use
•Profit sharing: mechanism used to enhance workers’ efforts that involves
tying compensation to the underlying profitability of the firm
•Revenue sharing: mechanism used to enhance workers’ efforts that involves
linking compensation to the underlying revenues of the firm
•Market structure: factors that affect managerial decisions, including the number of firms
competing in a market, the relative size of the firms, technological and cost
considerations, demand conditions, and the ease with which firms can enter or exit the
industry
•Four-firm concentration ratio: the fraction of total industry sales generated by the
four largest firms in the industry
•Herfindahl-Hirschman index (HHI): the sum of the squared market shares of firms in a
given industry multiplied by 10,000
•Dansby-Willig (DW): ranks industries according to how much social welfare would
improve if the output in an industry were increased by a small amount
•Lerner index: a measure of the difference between price & marginal cost as a fraction of
the product’s price
•Monopoly: a market structure in which a single firm serves an entire market for a good
that has no close substitutes
•Monopolistic competition: a market in which there are many buyers and sellers; each
firm produces a differentiated product; there is free entry & exit
•Oligopoly: a market structure in which there are only a few firms, each of which is
large relative to the total industry
•Rothschild index: a measure of the sensitivity to price of a product group as a whole
relative to the sensitivity of the quantity demanded of a single firm to a change in the price
•Perfectly competitive market: a market in which there are many buyers & sellers; each
firm produces a homogeneous product; buyers & sellers have perfect information; there
are no transaction costs; there is free entry & exit
•Demand curve: market price for an individual firm’s product in a perfectly
competitive market
•Marginal revenue: the change in revenue attributable to the last unit of output; for
a competitive firm, MR is the market price
•Economies of scale: exist whenever long-run average costs decline as output increase
•Diseconomies of scale: exist whenever long-run average costs increase as output increases
•Economies of scope: exist when the total cost of producing two products within the
same firm is lower than when the products are produced by separate firms
•Cost complementarities: exist when the marginal cost of producing one output is
reduced when the output of another product is increased
•Deadweight loss of monopoly: the consumer & producer surplus that is lost due to
the monopolist charging a price in excess of marginal cost
•Comparative advertising: a form of advertising where a firm attempts to increase
the demand for its brand by differentiating its product from competing brands
•Brand equity: the additional value added to a product because of its brand
•Niche marketing: a marketing strategy where goods and services are tailored to meet
the needs of a particular segment of the market
•Green marketing: a form of niche marketing where firms target products toward
consumers who are concerned about environmental issues
•Strategy: in game theory, a decision rule that describes the actions a player will take at
each decision point
•Trigger strategy: a strategy that is contingent on the past play of a game and in which
some particular past action “triggers” a different action by a player
•Dominant strategy: a strategy that results in the highest payoff to a player regardless of
the opponent’s action
•Secure strategy: a strategy that guarantees the highest payoff given the worst
possible scenario
•Mixed (randomized) strategy: a strategy whereby a player randomizes over two or
more available actions in order to keep rivals from being able to predict his/her action
•Nash equilibrium: a condition describing a set of strategies in which no player can
improve his/her payoff by unilaterally changing her own strategy, given the other players’
strategies
•Extensive-form game: a representation of a game that summarizes the players, the
information available to them at each stage, the strategies available to them, the sequence
of moves, & the payoffs resulting from alternative strategies
•Finitely repeated game: game in which players do not know when the game will end;
games in which payers know when it will end
•Infinitely repeated game: a game that is played over and over again forever and in
which players receive payoffs during each play of the game
•Normal-form game: a representation of a game indicating the players, their
possible strategies, & the payoffs resulting from alternative strategies
•One-shot game: game in which the underlying game is played only once
•Repeated game: game in which the underlying game is played more than once
•Sequential-move game: game in which one player makes a move after observing the
other player’s move
•Simultaneous-move game: game in which each player makes decisions without
knowledge of the other players’ decisions
•Subgame perfect equilibrium: a condition describing a set of strategies that constitutes
a Nash equilibrium and allows no player to improve his/her own payoff at any stage of
the game by changing strategies
•Block pricing: pricing strategy in which identical products are packaged together in order
to enhance profits by forcing customers to make an all-or-none decision to purchase
•Commodity bundling: the practice of bundling several different products together &
selling them at a single “bundle price”
•Cross-subsidy: pricing strategy in which profits gained from the sale of one product are
used to subsidize sales of a related product
•Peak-load pricing: pricing strategy in which higher prices are charged during peak
hours than during off-peak hours
•Price discrimination: the practice of charging different prices to consumers for the
same good or service
•Price matching: a strategy in which a firm advertises a price & a promise to match any
lower price offered by a competitor
•Randomized pricing: pricing strategy in which a firm intentionally varies its price in
an attempt to “hide” price information from consumers & rivals
•Transfer pricing: pricing strategy in which a firm optimally sets the internal price at
which an upstream division sells and input to a downstream division
•Two-part pricing: pricing strategy in which consumers are charged a fixed fee for the
right to purchase a product, plus a per-unit charge for each unit purchased
•Adverse selection: situation where individuals have hidden characteristics and in which
a selection process results in a pool of individuals with undesirable characteristics
•Affiliated (or correlated) value estimates: auction environment in which bidders do not
know their own valuation of the item or the valuations of others; each bidder uses his or
her own information to estimate their valuation, and these value estimates are affiliated:
the higher a bidder’s value estimate, the more likely it is that other bidders also have high
value estimates
•Asymmetric information: a situation that exists when some people have better
information than others
•Common value: auction environment in which the true value of the item is the same for
all bidders, but this common value is unknown; each bidder uses his or her own (private)
information to form an estimate of the item’s true common value
•Dutch auction: a descending sequential-bid auction in which the auctioneer begins with
a high asking price and gradually reduces the asking price until one bidder announces a
willingness to pay that price for the item
•English auction: an ascending sequential-bid auction in which bidders observe the bids of
others and decide whether or not to increase the bid; the auction ends when a single
barrier remains; this bidder obtains the item and pays the auctioneer the amount of the bid
•First-price, sealed-bid auction: a simultaneous-move auction in which bidders
simultaneously submit bids on pieces of paper; the auctioneer awards the item to the
high bidder, who pays the amount bid
•Hidden action: action taken by one party in a relationship that cannot be observed by
the other party
•Hidden characteristics: things one party to a transaction knows about itself but which
are unknown by the other party
•Independent private values: auction environment in which each bidder knows his
own valuation of the item but does not know other bidders’ valuations, and in which
each bidder’s valuation does not depend on other bidders’ valuations of the object
•Mean (expected value): the sum of the probabilities that different outcomes will
occur multiplied by the resulting payoffs
•Moral hazard: situation where one party to a contract takes a hidden action that
benefits him or her at the expense of another party
•Reservation price: the price at which a consumer is indifferent between purchasing at
that price and searching for a lower price
•Risk averse: preferring a sure amount of $M to a risky prospect with an expected value of
$M
•Risk loving: preferring a risky prospect with an expected value of $M to a sure amount of $M
•Risk neutral: indifferent between a risky prospect with an expected value of $M and a
sure amount of $M
•Screening: an attempt by an uniformed party to sort individuals according to
their characteristics
•Second-price, sealed-bid auction: a simultaneous-move auction in which bidders
simultaneously submit bids; the auctioneer awards the item to the high bidder, who pays
the amount bid by the second-higher bidder
•Self-selection device: a mechanism in which informed parties are presented with a set
of options, and the options they choose reveal their hidden characteristics to an
uniformed party
•Signaling: an attempt by an informed party to send an observable indicator of his or
her hidden characteristics to an uniformed party
•Standard deviation: the square root of the variance
•Variance: the sum of the probabilities that different outcomes will occur multiplied by
the squared deviations from the mean of the resulting payoffs
•Winner’s curse: the “bad news” conveyed to the winner that his or her estimate of the
item’s value exceeds the estimates of all other bidders
•Antitrust policy: government policies designed to keep firms from monopolizing
their markets
•Deadweight loss of monopoly: the consumer & producer surplus that is lost due to
the monopolist charging a price in excess of marginal cost
•Herfindahl-Hirschman index (HHI): the sum of the squared market shares of firms in a
given industry multiplied by 10,000
•Lump-sum tariff: a fixed fee that an importing firm must pay the domestic government
in order to have the legal right to sell the product in the domestic market
•Market power: the ability of a firm to set its price above marginal cost
•Negative externalities: costs borne by parties who are not involved in the production
or consumption of a good
•Nonexclusionary good: a good or service is nonexclusionary if, once provided, no one can
be excluded from consuming it
•Nonrival good: a good is nonrival in consumption if the consumption of the good by
one person does not preclude other people from also consuming the good
•Per-unit (or excise) tariff: the fee an importing firm must pay to the domestic
government on each unit it brings into the country
•Public good: a good that is nonrival & nonexclusionary in consumption
•Quota: a restriction that limits the quantity of imported goods that can legally enter
the country
•Rent seeking: selfishly motivated efforts to influence another party’s
decision Questions:
•Which of the following are roles of a firm manager? Establishes product price; selects
and purchases production inputs; directs the efforts of others
•Managerial economics is a very broad discipline that describes methods for analyzing
the resource-allocation decisions of households and firms.
•Which of the following does NOT comprise effective management? Understanding
the marginal rate of substitution
•A decision maker’s ability to achieve a goal will be affected by the constraints he/she faces.
•In general, firm managers face constraints that affect his or her ability to: maximize
output; maximize profits; minimize costs
•Economic profits equal: total revenue – (implicit + explicit costs)
•Economic costs are opportunity costs and include explicit and implicit costs.
•Profit maximization by firms improve the total welfare of society by: Inducing entry into
the market; signaling where scarce resources are most highly valued
•When it comes to determining where resources are most highly valued by society,
profits play the role of a signal.
•Which of the following is among the five forces that impact the sustainability of
industry profits according to Michael Porter? power of buyers; industry rivalry; entry
•Michael Porter’s “Five Forces Framework” categorizes complex managerial issues
that impact which of the following? The sustainability of profits
•A strong incentive structure: offers bonuses to managers based on firm performance;
aligns worker self-interest with firms’ interest
•Firms that earn the business of scare customers with a high-quality, lower-price
product engage in: producer-producer rivalry
•The likelihood of sustaining industry profits is higher when which of the following exist?
The industry is highly concentrated
•The amount that would have to be invested today to generate a given future value is
defined as present value.
•What is the ex-dividend present value of a firm's current and future earnings if the interest
rate is 7%, the expecting growth rate of the firm is 4%, and the firm's current profits are
$75 million? $2,675 million
•When you compare the improvement in your grade that results from an additional hour
of study, you have engaged in which of the following? Marginal analysis
•In general, a firm manager is most interested in: maximizing profits
•Which of the following principles comprise effective management? Use marginal
analysis; identify firm goals and constraints; recognize the important of profits
•Net benefits are maximized at a level of output, (Q), where MB = MC. Why? If MB is
greater than MC, increasing (Q) adds more to total benefit than total cost
•In the case of yes-or-no managerial decisions, which of the following refers to the
additional revenues derived from a decision? Incremental revenues
•Which of the following describes supply and demand analysis? A forecasting tool;
a qualitative tool; used to predict pricing trends
•The law of demand analyzes the relationship between price and quantity demanded
holding which of the following variables constant? Income; prices of related goods
•According to the law of demand, as market price increases, quantity demanded decreases.
•According to the law of demand, as market prices decreases, quantity demanded increases.
•According to the law of supply, as the prices of a good decreases, quantity supplied
decreases.
•According to the law of supply, as the prices of a good increases, quantity supplied increases.
•An increase in demand is best characterized by which of the following? Demand curve
shifts to the right
•An increase in consumer income the increases demand for normal goods and the decreases
demand for inferior goods.
•What do economists use to describe the amount of good X that will be purchased at
different prices of good X, at different prices of related goods, and at alternative income
levels? Demand function
•In the linear demand function, the value of a(y) is: negative if goods X and Y
are complements; positive if goods X and Y are substitutes
•When a demand function is written with the price on the left-hand side of the “equals
sign” and everything else on the right-hand side, it is called inverse demand.
•The difference between what consumers are willing to pay for a good or service and
the market price is known as consumer surplus.
•Which of the following shows a decrease in supply? A leftward shift of the supply curve
•Which is the effect of a decrease in an ad valorem tax? Supply increases
•A function that describes the relationship between output and various prices of that
output, prices of input, and values of other variables is called the supply function.
•The difference between the market price and the amount at which producers are willing
and able to sell a good is called producer surplus.
•A price ceiling is considered effective if it is set below the equilibrium price.
•What type of price control will the government impose if it considers the equilibrium
price to be too high? Price ceiling
•Which of the following is an example of a price floor? Minimum wage
•In product markets, an effective price floor creates which of the following
conditions? Surplus
•When the government purchases the surplus generated by a price floor, it is called a
price support.
•Determine the effect in the market for chicken if the federal government subsidizes
chicken production and, at the same time, the price of pork, a substitute decreases. The
effect on equilibrium quantity is uncertain. Equilibrium price decreases.
•When demand for a good or service increases, which of the following occur(s)?
Equilibrium price increases and quantity increases.
•Which of the following occur(s) when the supply of a good or service
decreases? Equilibrium quantity decreases and price increases.
•Which of the following events show an increase in supply? A rightward shift on the
supply curve
•If a product is not perishable and firms expect the market price of the product to increase
in the future, then the current supply of the good decreases.
•If the price of a good or service is less than the equilibrium price, a shortage exists. As
a result, the price tends to rise.
•If the price of a good or service exceeds the equilibrium price, a surplus exists. As a
result, price tends to fall.
•What type of price control will the government impose if it considers the equilibrium
price to be too high? Price ceiling
•What type of analysis studies the movement from one equilibrium to another?
Comparative static analysis
•A price ceiling is defined as the maximum legal price that can be charged in the market.
•A binding price ceiling tends to create what type of condition in the market? Surplus
•Which of the following expressions best describes full economic price? Dollar price
+ nonpecuniary price
•What can we predict about the market for red wine if both demand and supply
increase simultaneously? The effect on equilibrium price is uncertain.
•When a shortage exists, there is a tendency for price to increase in order to equate
quantity demanded and quantity supplied.
•If elasticity is given by E = %∆X/%∆Y, then elasticity is positive when: an increase in Y
leads to an increase in X; a decrease in Y leads to a decrease in X
•If elasticity is given by E = %∆X/%∆Y, then elasticity is negative when: an increase in Y
leads to an decrease in X; a decrease in Y leads to an increase in X
•Suppose elasticity is given by E = %∆X/%∆Y, the absolute value of elasticity will be greater
than 1 when the change in X is large relative to the change in Y.
•Suppose elasticity is given by E = %∆X/%∆Y, the absolute value of elasticity will be smaller
than 1 when the change in X is small relative to the change in Y.
•Which of the following is the formula of price elasticity of demand for a good, X? %∆Px/
%∆Qdx
•If |Eqp| = 1, then demand is said to be unitary elastic.
•If |Eqpx| > 1, an increase in the price of the good will decrease total revenue.
•If demand is elastic, a decrease in price will lead to an increase in total revenue.
•If |Eqpx| = 0, then demand is said to be perfectly inelastic.
•What is true of demand for a good that has many available substitutes? Demand is
relatively elastic.
•Demand tends to be less elastic for goods that require a relatively small portion of
consumers’ budgets and more elastic for goods that require a relatively large portion
of consumers’ budgets.
•Cross-price elasticity is given by which of the following expressions? EQxyPy = %∆Qdx/
%∆Py; (Qdx/Py) x (Py/Qx)
•Suppose that, as a result of a 5% increase in the price of pizza, the demand for
beer increases by 1.1%. In this example, beer and pizza are complements.
•Income elasticity tells us whether goods are normal or inferior.
•If income elasticity of good X is positive, (Eqxm > 0), then good X is considered a normal
good.
•Cross advertising elasticity measures changes in consumption of one good due to changes
in advertising on another good.
•The job of an econometrician is to find a smooth curve or line that does a good job
of approximating the points from a dataset.
•The line that minimizes the squared deviations between the line and the actual data
points is called the least squares regression line.
•The smaller the standard error of an estimated coefficient, the smaller the variation in
the estimate.
•What are “lid normal” random variables? Independently and identically distributed
normal random variables
•If demand is inelastic an increase in price will lead to an increase in total revenue.
•If demand is perfectly inelastic, which of the following is correct? Own-price
elasticity equals zero
•Responsiveness of demand for a good due to changes in the price of a related good
is measured using cross-price elasticity.
•What can be said about goods X and Y if the cross-price elasticity between X and Y
is negative? They are complements.
•What is the t-statistic of a parameter estimate? The ratio of the value of the estimate to
its standard error
•When the t-statistic is large in absolute value, then we can be confident that the
true parameter is not equal to zero.
•The lower the P-value estimated coefficient, the more confident you are in the estimate.
•What measure tells the fraction of the total variation in the dependent variable that
is explained by the regression? R-square
•To overcome the shortcomings of R-square, researchers often use which of the following
to measure “goodness of fit”? Adjusted R-square
•Suppose a firm produces two products, X and Y. The firm earns revenues from X equal to
$50,000 and revenues from Y equal to $30,000. The own price elasticity of demand for X is
-2 and the cross-price elasticity of demand between X and Y is -0.6. If the firm lowers the
price of product X by 1%, the change in total revenues will be $680 ((50000 x (1 + (– 2))
+ 30000 x (-0.6) x (-1%)).
•When a firm manager uses a parameter estimate and its standard error to construct an
upper and lower bound on the true value of the parameter, that manager is constructing
a
confidence interval.
•The greater the F-statistic, the better the overall fit of the regression line through the
actual data.
•Considering the following relationship between marginal revenue and elasticity of
demand: MR=P[(1+E)/E]. If demand is inelastic, what is the value of marginal revenue?
The marginal revenue is negative.
•Total revenue is maximized when marginal revenue equals zero.
•A production function can include many inputs. Which of the following are the
most commonly used?
oLabor
oCapital
•Which of the following describes the maximum output that can be produced with a fixed
set of inputs? Q = F{K,L}, where K is capital & L is labor
•The long run is a period of time during which a manager can change all factors
of production.
•If, in the short run, capital is fixed equal to K&*, what is the short-run production function?
Q = f(L) = F(K*,L)
•What is the average product of capital (APk) if 12 machines produce a total of 96,000
units of output? APk = 8,000
o 96,000/12 = 8,000
•A small sandwich shop has 8 employees and produces 216 sandwiches per day. After
hiring another employee (9 total), the shop produces 231 sandwiches per day. The
marginal product of the 9th labor (MPL) equals 15 sandwiches.
•Jack operates a small, farm-to-table, organic rice packaging plant. Jack hired another
employee and saw output fall from 300 to 297 boxes of rice per day. What is this an
example of? Negative marginal returns
•In the production process, the manager must do which of the following?
oEnsure the firm operates on the production function
oEstablish the correct level of inputs
•If a worker’s marginal product of labor (MPL) equals 115 and the firm sells its product for
$6.00, what is the value marginal product of labor (VMPL)? VMPL = $690
o 115 x $6.00 = $690
•Suppose the linear production function for a firm is given by: Q = F(K,L,) = 3K + 2L. If
the firm employs 3 machines and 5 workers, output is equal to 19.
o 3(3) + 2(5) = 9 + 10 = 19
•A firm that always employs two workers for each unit of capital follows which type
of production function? Leontief
•What is the marginal product of labor (MPL) for the follow linear production function: Q
= F(K,L) = αK + βL? Β
•What must be true about combinations of labor and capital along a given isoquant? They
all must produce the same amount of output.
•When inputs are somewhat substitutable
oisoquants are somewhere in between Leontief and linear
othe rate at which the manager can substitute among inputs changes along
an isoquant
•If MPL/W > MPK/r, the firm should use less capital and more labor to minimize costs.
•Insert one word or the mathematical operator into the following expression to
demonstrate the cost-minimizing input rule: MPL/MPK = w/r
•Suppose capital, K, is on the vertical axis and labor, L, is on the horizontal axis in a
graph. Which of the following would be true if the price of labor, w, increased? The
isocost line rotates clockwise
•Suppose a firm produces 1000 units of a good. If fixed costs (FC) equal $2500 and
variable costs (VC) equal $3700 at that output level, average total cost (ATC) of each unit
is equal to
$6.2.
o ATC = AVC + AFC = A3700 + A2500 = A6200/1000 = 6.2
•As output increases, what happens to the difference between ATC and AVC? Decreases
•A cost that is and unrecoverable is called a sunk cost.
•Suppose a firm expands its output and experiences lower long-run average cost. What is
this condition called? Economies of scale
•Which function defines the cost of producing at least 2 types of output? Multiproduct
cost function
•When C(Q1,0) + C(Q2,0) > C(Q1,Q2), we say that economies of scope exist.
•What exists when an increase in the output of one product reduces the marginal cost of
a second product? Cost complementarity
•The following quadratic multiproduct cost function: C(Q1,Q2) = f + aQ1Q2 + (Q1)2 +
(Q2)2 exhibits cost complementarity when a < 0.
•In a production function, the input that refers to machinery is called capital.
•Which of the following describes the maximum output that can be produced with a fixed
set of inputs? Production function
•If the cost of each additional unit of labor is w, a firm will employ additional workers until
VMPL = w in the range of diminishing marginal product.
•A production function that assumes that inputs are relatively substitutable is called a
Cobb- Douglas production function.
•What is the marginal product of capital (MPk) for the following Cobb-Douglas
production function: Q = F(K,L) = KαLβ? αK(α – 1)L(β)
•Which of the following describes the rate at which labor and capital can be substituted
for each other? Marginal rate of technical substitution
•Which of the following production functions imply isoquants that have a
diminishing marginal rate of technical substitution?
•At the cost-minimizing input mix, the slope of the isoquant equals the slop of the isocost line.
•Marginal product of labor (MPL) is given by: MPL = ∆Q/∆L
•When the price of labor rises, firms have a tendency to use less labor and more capital.
•Suppose that increasing output from 1000 units to 1100 units increases costs from
$5,500 to $7,000. The marginal cost of producing each of the additional units is $15.
o (7000-5500)/(1100-1000) = 1500/100 = 15
•If marginal cost (MC) is less than minimum average variable cost (AVC), then MC is
either increasing or decreasing.
•Suppose a cost function is given by C(Q) = 3Q + 4Q2. If output equals 12, the value
of marginal cost equals $99.
o dC(Q)/dQ = 3 + 8(12) = 3 + 96 = 99
•In the long run, all costs are variable.
•The expression, VC(Q)/Q, defines average variable cost.
•C(Q)/Q, defines average total cost.
•The difference between average total cost (ATC) and average variable cost (AVC) is average
fixed cost.
•A cost that does not change with output is called a fixed cost.
•In a production function, the input that refers to workers is called labor.
•The downward-sloping portion of the VMPL defined the demand for labor by a
profit maximizing firm. It slopes downward to diminishing marginal returns.
•What is the marginal product of labor (MPL) for the following Cobb-Douglas
production function: Q = F(K,L) = KαLβ? βKαL(β – 1)
•When average total cost (ATC) is at its minimum, marginal cost (MC) average total cost
equals (ATC).
•Given the cost function, C(Q) = f + αQ + bQ2 + cQ3, which of the following defines
the Marginal Cost (MC) function? C(Q) = αQ + 2bQ + 3cQ2
•With respect to the short run average cost curves, what is true of the long run average
cost curve?
oIt lies above no point on the short run average cost curves.
oIt equals short run average cost when short run curves used fixed inputs
optimally.
•Where does the marginal cost (MC) curve intersect the average variable cost (AVC) curve?
Minimum AVC
•Which of the following types of functions is C(Q) = f + αQ + bQ2 + cQ3? Cubic cost function
•If a cost function is given by, C(Q) = f + αQ + bQ2 + cQ3, then the marginal cost is given
by which of the following? MC(Q) = dC/dQ
•Costs that do not change when output changes are called fixed costs.
•The sum of all variable and fixed costs is the firm’s cost function.
•Fixed cost (FC) equals TC – VC.
•When a firm produces the inputs it needs to make the final product, it practices which of
the following? Vertical integration
•When a buyer acquires inputs from a seller through an information relationship it is called
spot exchange.
•An advantage of using spot exchange to acquire inputs is that it allows the firm to focus
more on converting inputs into outputs.
•Procuring inputs using a legal document that creates an extended relationship between
the buyer and seller of an input is called a contract.
•Using a contract to procure inputs tends to work well when it is simple.
•When a firm produces its own inputs, it engages in vertical integration.
•Which of the following is a relative disadvantage of vertical integration?
oA loss in the gains from specialization
oManagement of multiple product lines
•Transaction costs include:
oNegotiation costs
oExpenditures to facilitate exchange
oSearch costs
•Since specialized investments are often sunk, relationship-specific exchanges create
which of the following? Transaction costs
•What type of specialized investment exists when the buyer and seller of an input
locate production facilities close to each other? Site specificity
•Specialized investments increase transaction costs.
•The cost of bargaining increases when specialized investments imply(ies) that only a
few parties are able to exchange.
•In the presence of specialized investments, spot exchange does not insulate a buyer
from opportunism.
•Contracts:
oReduce costly opportunism
oReduce underinvestment
•Vertical integration:
oMitigates transaction costs
oReduced opportunism
•When a firm’s acquisition of an input does not involve specialized investments, it can use
spot exchange without concern for opportunism.
•What can emerge when business ownership is separated from business control?
The principal-agent problem
•Profit-sharing programs tend to increase both the firm's profits and
managerial compensation.
•Performance based reward programs for firm managers are typically called incentive
contracts.
•In order to maintain solid job performance, firm owners may rely on a manager's interest
in working for another firm someday. What type of external incentive is this? Reputation
•When the interests of the firm manager differ from that of the firm’s workers, what type
of problem emerges? The principal-agent problem
•Profit sharing provides an incentive to increase effort by paying workers based on the
firm's success
•Revenue sharing can be particularly effective when productivity is connected to revenue
rather than costs.
•Under a piece-rate compensation method, output tends to increase.
•Spot checks worth through threat; performance bonuses work through reward.
•Spot exchange, contracts, and vertical integration are all methods of procuring inputs.
•Sons tend to acquire inputs using spot exchange when inputs are standardized.
•Indicate one disadvantage of using contracts to obtain inputs. Contracts require costly-
up front expenditures
•From the point of view of a firm’s owner, which of the following will help reduce the
effects of the principal-agent problem? Performance-based incentive
•An advantage of using spot exchange to acquire inputs is that it allows the firm to focus
more on converting inputs into outputs.
•Factors such as the number of firms, concentration, cost conditions, demand conditions,
and the entry/exit conditions all refer to market structure.
•When an industry is less concentrated, the four-firm concentration ratio is close to 0.
•When the HHI equals 0, there are numerous, infinitesimally small firms in the industry.
•When the HHI equals 10,000, a single firm exists in the market.
•The HHI is based on squared market shares. Consequently, the HHI places greater weight
on firms with large market shares.
•When relevant markets are localized, the use of national data to establish
concentration ratios tends to understate the degree of concentration.
•Industries that rely on equipment and machines to produce goods and services
are considered capital-intensive industries.
•If the Rothschild index is 1, then the individual firm faces what type of demand curve?
A demand curve that has the same sensitivity as the market demand curve.
•Barriers to entry include which of the following?
oEconomies of scale
oCapital requirements
oPatents
•When an industry is composed of many firms, producing similar products, the
Rothschild index (R) will be close to 0.
•When an industry is less concentrated, the four-firm concentration ratio is close to 0.
•Given the rearranged Lerner index, P = ((1/(1 – L)) x MC, then the term ((1/(1 – L))
is considered which of the following? The mark-up factor
•Indicate three types of mergers:
oHorizontal
oVertical
oConglomerate
•When various stages of the production of a single product are completed by one firm, it
is called vertical integration.
•What occurs when two wineries merge into one? Horizontal integration
•A horizontal merger reduces the number of firms in a market.
•Conglomerate mergers differ from horizontal mergers because the merged final products
are unrelated.
•Firms gain technological advantages when they use research and development to acquire
patents.
•Suppose a firm sets its price equal to the marginal cost of production. In this case,
the Lerner index will be equal to 0.
•“Performance” refers to which of the following? Profits & social welfare
•When there are no gains to be obtained by inducing firms in an industry to alter their
output in a socially efficient manner, the Dansby-Willig performance index is 0.
•Social welfare refers to the sum of consumer and producer surplus.
•According to the structure-conduct-performance paradigm, which of the following
explain the relationship of structure, conduct, and performance in industry?
oThe five-forces framework
oThe feedback critique
oThe causal view
•According to the causal view of industry, concentrated markets cause high prices and
poor performance.
•According to the feedback critique:
oMarket performance can affect market structure
oMarket performance can affect conduct
oConduct of firms can affect market structure
•The structure-conduct-paradigm and the feedback critique are closely related to the
five- forces framework.
•In an oligopoly, concentration ratios are close to 1.
•The structure, conduct, and performance of industry is said to be integrally related.
Which concept reflects this assertion? The structure-conduct-performance paradigm
•Which of the following are characteristics of oligopoly?
oFirms are mutually interdependent
oA few firms dominate the market
oMarket is highly concentrated
•In a monopoly, the Rothschild index is unity.
•In a perfect competition, concentration ratios and Rothschild indexes are close to 0.
•In a monopolistic competition, concentration ratios are close to 0.
•What do the key assumptions of a perfectly competitive market imply? No one firm
can influence market price.
•If the market for corn contains many buyers and sellers (none of whom can influence
price), a homogeneous product, and free entry in the market, we consider the market to be
perfectly competitive.
•Since each producer in a perfectly competitive market has no influence on market price,
the demand curve for the individual firm is a horizontal line equal to the market price.
•Suppose a spinach farmer operates in perfect competition. At the market price of $3.00
per bunch, the farmer sells 125 bunches per day. If the farmer increases their price to
$3.01, they will sell 0 bunches.
oPerfectly competitive firms operate in a market having a large number of sellers
selling identical and homogeneous goods to a large number of buyers, at the
same market price.
oFirms in these markets face a highly elastic demand, because they are all price
takers and no firm has enough market power to affect market price, since the same
product is being sold by all other sellers at the market price.
oIn the given case, if the spinach farmer decides to increase his price to $3.01
(which is greater than market price of $3), his sales will drop to 0 (as the buyers
will move to other sellers selling the same spinach at market price of $3)
•In order to maximize profits in the short run, a manager must determine how much
output to produce given only variable inputs within their control.
•Marginal revenue is the change in total revenue from a one-unit change in output.
•Define the competitive firm’s demand. D = P = MR
•In perfect competition, profit equals revenues – costs.
•In perfect competition, profits are maximized at a level of output such that the vertical
line between the revenue line and the cost curve is greatest.
•A perfectly competitive firm maximizes profits at the level of output such that market price
equals marginal cost.
•A firm should shut down when P < AVC.
•Assuming P > AVC, a profit-maximizing firm, in a perfectly competitive market, produces
a level at which:
oP = MR
oP = MC
oMR = MC
•What happens to the industry supply as firms exit a perfectly competitive industry in
the long run? Supply decreases
•Long-run properties of perfect competition include:
oP = min AC
oP = MC
•The market structure where a firm has a large degree of market power is called monopoly.
•Since a monopolist is the sole provider of a good or service, it has more market power than
if it faced competition.
•Economies of scale and scope, cost complementarity, and patents are all sources of
monopoly power.
•Which of the following is not a reason why economies of scope can lead to monopolies?
Average costs fall as output increases.
•How does the U.S. patent system create monopolies? Grants an inventor exclusive right to
sell the product
•When a monopolist increases output by one unit, total revenue
•A period of time during which at least one input is fixed is called the short run.
•The demand curve for a perfectly competitive firm is a horizontal line at the market price.
•Which of the following is not a source of monopoly power? Free entry & exit
•Marginal revenue is the slope of the total revenue curve.
•When the slope of the revenue function R(Q) equals the slope of the cost function C(Q), MR
= MC.
•In a multi-plant setting where (Q1) is output from plant 1, and (Q2) is output from plant
2, profits are maximized where MC1(Q1) = MC2(Q2)
•When many buyers and sellers freely enter and exit a market having similar,
yet differentiated products, it is called monopolistic competition.
•Determine a key difference between monopolistic competition and monopoly. In
monopolist competition, there are other firms that sell similar products.
•When firms in monopolistic competition sustain economic losses, firms tend to exit
the market.
•If P exceeds AVC but is less than ATC, the firm:
oshould remain open
ois sustaining a loss
•In a perfectly competitive firm, in the short run, a firm will shut down to minimize
losses when price is less than average variable cost.
•When a single firm earns profits due to high volume and reduced average costs, while
two competing firms sustain losses, a monopoly can result. This is due to economies of
scale.
•When increasing the output of one product reduces the marginal cost of another product,
it is called cost complementary.
•Given a revenue function: R(Q) = (P x Q)/Q, the monopolist’s marginal revenue (MR) is
given by:
o MR = P [(1 + E)/E]
oMR = dR/dQ
oMR = [(dR/dQ) x Q] + P
•Suppose the inverse linear demand function is P = 20 – 4Q. The maximum price a
monopolist can charge to sell 3 units is $8. The marginal revenue when Q = 3 is
$4.
o P = 20 - 4Q = 20 – 4(3) = 20 – 12 = 8
oMarginal revenue = 20 – 8Q (by differentiating TR) at Q= 3, MR = 20 – 8(3) = 20 – 24
= -4
oMarginal revenue is the additional revenue earned when one more unit of good
is produced. It is calculated by differentiating the total revenue function.
•Given a profit-maximizing level of output, Qm, the monopoly price is the price on the
demand curve that corresponds to Qm units of output.
•In a monopoly, where the firm chooses output based on marginal revenue (which is
less than price), the supply curves do not exist.
•Profit maximization for the two-plant monopolist occurs when the monopolist
uses resources such that:
oMR(Q) = MC1(Q1)
oMR(Q) = MC2(Q2)
o MC1(Q1) = MC(2)Q2
•The welfare loss to society due to the level of output produced by a monopolist is called
deadweight loss of monopoly.
•What is the key difference in determining the profit-maximizing price and output
under monopoly versus monopolistic competition? There is no difference.
•A firm in monopolistic competition faces a demand function equal to P = 200 – 2Q and a
cost function equal to C(Q) = 10 + 4Q. The profit-maximizing level of output equals 49 units.
•In the long run, a firm in monopolistic competition produces less output than is
socially desirable.
•Suppose an organic salad shop attempts to increase demand for its food by
differentiating itself as a healthy alternative to fast-food hamburgers. This is an example
of comparative advertising.
•A monopolist’s marginal revenue (MR) is given by: MR = P[(1+E )/E]
•In a perfectly competitive market, supply curves exist.
•When firms in monopolistic competition earn positive economic profits, other firms tend to
enter the market.
•In a monopolistic competition, each firm uses the individual demand curve and the marginal
revenue curve to establish output and price. In monopoly, the firm uses the market demand
curve and the marginal revenue curve to establish output and price.
•To maximize profits, at what level does a monopolistically competitive firm produce?
Where MR(Q) = MC(Q)
•When firms in monopolistic competition sustain economic losses, firms tend to exit
the market.
•When firms in monopolistic competition earn positive economic profits, how will
additional firms react? Additional firms enter and produce variations of the product.
•Fast-food hamburgers are characterized by a large group of sellers producing
slightly different goods. What type of market is this? Monopolistically competitive
•A firm in monopolistic competition faces a demand curve with own-price elasticity equal to
-5 and an advertising elasticity equal to 0.15. The firm should devote 3% of its revenues to
advertising.
o .15/(-5) = .03 = 3%
•The profit-maximizing, advertising-to-sales ratio is given by: A/R = EQ1A/-EQ1P
•A game in which each player makes decisions without knowledge of the other
players’ decisions is called a simultaneous-move game.
•A simultaneous-move pricing game played by two firms is often called a Bertrand
duopoly game.
•A one-shot game means the game is played only once.
•When a game indicates the number of players, the potential strategies, and the payoffs
to alternative strategies, it is called a normal-form game.
•If Player A lacks a dominant strategy, but Player B has a dominant strategy, then Player
A should assume which of the following? Player B will play the dominant strategy
•Consider the payoffs for the following simultaneous, one-shot game.
oFirm A charges low, Firm B charges low: 0, 0 (respectively)
oFirm A charges high, Firm B charges high: 50, -10 (respectively)
oFirm A charges high, Firm B charges low: -10, 50 (respectively)
oFirm A charges high, Firm B charges high: 10, 10
(respectively) What is the Nash equilibrium? Both charge low
•Consider the payoffs for the following simultaneous, one-shot game.
oFirm A charges low, Firm B charges low: 0, 0 (respectively)
oFirm A charges high, Firm B charges high: 50, -10 (respectively)
oFirm A charges high, Firm B charges low: -10, 50 (respectively)
oFirm A charges high, Firm B charges high: 10, 10
(respectively) What is the game’s result if the firms collude? Both
charge high
•Which game strategy prevents rivals from easily predicting a player’s actions? Mixed
•The value of a firm is the present value of all future profits.
•It is possible for firms to collude without the fear of being cheated on when they
adopt which strategy? Trigger strategy
•When firms know who their rivals are and who the rivals’ customers are it is easier
to sustain a collusive agreement.
•If firms seek to be infinitely lived, it does not pay to cheat customers if the one-time gain
is offset by a loss in future sales.
•In a one-shot game, firms have incentive to sell shoddy products.
•Games in which a player knows the game will end and knows when it will end are called
finitely repeated games.
•In a finitely repeated game, a firm has no incentive to cheat if it expects to earn less
from cheating than not from cheating.
•When oligopolistic firms compete a finite, but uncertain, number of times, the firms may
or may not collude.
•In a repeated game with a known final period, why are promises to cooperate
generally broken?
o“Backwards unraveling” continues until players know that no punishment can
be used in any period.
oPlayers understand that there is no effective punishment in the last period.
•In the last period of a repeated game with a known end, players behave the same as
they would in a one-shot game.
•When an employee announces his/her intention to quit an existing job, he has an
increased incentive to “shirk” work on his/her last (or next-to-last) day. Which should be
the ideal strategies adopted by a manger in this situation?
oOffer a hardworking employee a better job reference.
oExtend the rewards of good work beyond the employment period.
•If a set of strategies is a Nash equilibrium and at each stage, neither player can improve
his/her payoff by changing his/her own strategy, it is called subgame perfect
equilibrium.
•Non-credible threats prevents strategies for a multistage game from being subgame
perfect equilibrium.
•Which of the following are applications of multistage games:
oInnovation game
oSequential bargaining
oEntry game
•The assumption that bargaining ends as soon as the second player rejects or accepts an offer
is a criticism of sequential-move bargaining.
•In a sequential-move game, the player who moves first cannot make decisions based on
what the other player does.
•In the absence of a dominant strategy, a player might pursue a strategy that guarantees
the highest payoff given the worst possible scenario. Such a strategy is called a secure
strategy.
•Warranties and guarantees can be analyzed using infinitely repeated games.
•Oligopolistic firms will collude and charge high prices in a finitely repeated game played
an uncertain number of times if there in a high probability that the game will be played in
subsequent periods.
•A dispute between a firm and its stockholders over what to do with a $10 million
surplus would likely be analyzed using which application of multistage games?
Sequential bargaining
•A representation of a game that summarizes the players, the information and strategies
available to them at each stage, the sequence of moves, and the payoffs associated with
each strategy is called an extensive-form game.
•A game that is played over and over and provides payoffs during each repetition is called an
infinitely repeated game.
•In order to sustain a cooperative outcome in an infinitely repeated game, players should:
opunish a player that cheats by selecting the one-shot, Nash equilibrium strategy
ocooperate provided no player has ever cheated
•Consider the payoffs available to two firms in the U.S., “A” and “B”, in a one-shot game.
oWhen A and B both advertise: $3, $3 (respectively)
oWhen neither A not B advertise: $12, $12 (respectively)
oWhen A advertises and B does not: $20, $2 (respectively)
oWhen A does not advertise and B does: $2, $20 (respectively)
What prevents the firms from agreeing not to advertise?
oIt is a one-shot game.
oIt is illegal.
oBoth firms have an incentive to cheat.
•Consider the payoffs available to two firms in the U.S., “A” and “B”, in a one-shot game.
oWhen A and B both advertise: $3, $3 (respectively)
oWhen neither A not B advertise: $12, $12 (respectively)
oWhen A advertises and B does not: $20, $2 (respectively)
oWhen A does not advertise and B does: $2, $20
(respectively) What is the Nash equilibrium? Both advertise
•Consider the payoffs available to two firms in the U.S., “A” and “B”, in a one-shot game.
oWhen A and B both advertise: $3, $3 (respectively)
oWhen neither A not B advertise: $12, $12 (respectively)
oWhen A advertises and B does not: $20, $2 (respectively)
oWhen A does not advertise and B does: $2, $20
(respectively) The best outcome would occur if: neither firm
advertises
•In highly concentrated markets, why do many firms advertise? To cancel the effects of
other firms’ advertising
•Given the other players’ strategies, if no player can make himself/herself better off
by changing his/her strategy, then the game has reached a Nash equilibrium.
•A dominant strategy is one that results in the highest possible payoff independent of
other player’s actions.
•Suppose πcheat – πcoop is less than or equal to 1/i(πcoop – πN), where cheat is the
maximum one-shot payoff if the player cheats, πcoop is the cooperative, one-shot payoff,
πN is the one-shot Nash equilibrium payoff, and i is the interest rate. What does the left-
hand side of the equation represent? The one-time gain of breaking a collusive agreement
•Suppose πcheat – πcoop is less than or equal to 1/i(πcoop – πN), where cheat is the
maximum one-shot payoff if the player cheats, πcoop is the cooperative, one-shot payoff,
πN
is the one-shot Nash equilibrium payoff, and i is the interest rate. What does the right-hand
side of the equation represent? The present value of what is given up in the future by cheating
in the present
•When every player is doing the best that he or she can do, given the actions of other
players, what is represented? Nash equilibrium
•Consider the following pricing strategy: “Accept the market price as given and sell all
you can at that price.” To which market structure does this apply? Perfect competition
•One of the most basic pricing strategies for firms with market power is to set price such
that marginal revenue equals marginal cost.
•Suppose the inverse demand function is: P = 12 – Q, and cost is given by C(Q) = 4Q. If
marginal revenue is MR = 12 – 2Q and marginal cost is MC = 4, then the profit-
maximizing level of input equals 4 and the profit maximizing price equals $8.
•The marginal revenue for a firm with market power is given by: MR = P x [(1+Ef)/Ef].
•If price elasticity, Ef = -∞, the price should be set such that P = MC.
•Managers can more accurately estimate the profit-maximizing price using
estimated demand function and marginal cost.
•When the number of firms, N, equals 1 (monopoly), what is true of the market
elasticity (Em) and the individual firm’s elasticity (Ef)? Em = Ef
•When price elasticity of demand is infinite, profit-maximizing price equals marginal cost.
•Two-part pricing produces which of the following outcomes? Profits greater than
those made by charging a single price, where MR = MC
•If a firm manager is able to determine and charge the maximum amount that each
consumer would be willing to pay for a good or service, it is called first-degree price
discrimination.
•Student discounts and senior citizen discounts are examples of third-degree
price discrimination.
•When a firm charges a fee for the right to purchase a product, what type of pricing
strategy is the firm employing? Two-part pricing
•Firms use block pricing when they package products together in order to enhance profits
by forcing consumers to make an all-or-nothing decision.
•How does block pricing enhance a firm’s profits? It forces consumers to make an all-
or- nothing purchase
•Identify the term that refers to the practice of combining several products together
and selling them together at one price. Commodity bundling
•Suppose your state transforms the High Occupancy Vehicle lane (HOW or Carpool Lane)
into a toll lane during rush hour, such that drivers must pay $5.00 to use the lane between
3:30pm and 6:00pm. At all other times, the lane costs $0.50. This is an example of peak-load
pricing.
•Cross subsidization is an appropriate pricing strategy when which of the following
are present?
oInterrelated costs
oCost complementaries
oInterrelated demand
•If a firm’s owners allow division managers to set internal prices in order to maximize
their division’s profits, the firm earns lower overall profits.
•What occurs if both an upstream and a downstream division of a firm both charge a
price that exceeds marginal cost?
oDouble marginalization
oLess-than-optimal overall profits
•When a firm advertises that it “Will not be undersold” it is likely pursuing a price-matching
strategy.
•In order to effectively engage in price matching, a firm must be able to .
•When the number of firms, N, equals 2 (Cournot duopoly), what is true of the
relationship between market elasticity (Em) and the individual firm’s elasticity (Ef)? Ef =
2Em
•If the demands for two products produced by a firm are interrelated through costs or
demand, selling one product at or below cost and the other product above cost can
enhance profits. What is this strategy called? Cross subsidization
•Which of the following is a reason to avoid a price matching strategy?
oA competitor has lower costs
oA firm cannot prevent a consumer from lying about lower prices elsewhere
•How do firms benefit from inducing brand loyalty?
oCustomers will continue to buy a firm’s product even if another firm offers it at
a better price.
oA firm reduces the number of customers who will switch to another firm if
it undercuts its price.
•Which of the following methods can firms use to induce brand loyalty?
oAdvertising campaign
oRebates after multiple purchases
•Which of the following are reasons that randomized pricing can benefit a firm?
oConsumers cannot learn which firm has the lowest price
oThey reduce the ability of rival firms to undercut a firm’s price
•Firms can reduce the incentive to shop for low-price information by:
oIncreasing uncertainty about the best deals
oChanging prices with unpredictable regularity
•P = (NEm/1 + NEm) x MC, describes the simple pricing rule for a Cournot oligopoly.
•Profits earned by a firm that can perfectly price discriminate tend to be greater than
thank those earned by a firm that practices second-degree price discrimination.
•A sandwich shop has identified two groups of consumers for its pulled-pork sandwiches:
A and B. Group A’s price elasticity of demand is -3.75 and group B’s is -1.8. If there is no
possibility of resale, then the shop should charge a higher price to which group? Group B
•How does two-part pricing differ from price discrimination? Two-part pricing
doesn’t require different elasticities among consumers.
•Commodity bundling can enhance profits when
oThe firm does not know consumer’s willingness to pay
oConsumers differ in their willingness to pay
•The overall profits of a firm are maximized when the upstream division produces the
inputs such that its marginal cost equals the net marginal revenue of the downstream
division.
•In order to maximize profits under a third-degree price discrimination scheme, a firm
with market power produces the output where marginal revenue equals marginal cost to
each group.
•In two-part pricing, the optimal fixed fee is the amount of consumer surplus.
•How can a firm overcome the problem of double marginalization? Set transfer prices
that maximize the overall value of the firm.
•Suppose that “Roper’s Rice” faces a price elasticity of demand estimated to be -2.7. In
this case, the profit-maximizing price will be 1.6 times the marginal cost.
•When a monopolist or a monopolistic competitor faces a price elasticity of demand equal to
-1.7, the optimal markup equals 2.4.
•When a monopolist or a monopolistic competitor faces a price elasticity of demand equal to
-2.4, the optimal markup equals 1.7.
•Which of the following illustrates the profit-maximizing price for a firm with market power?
P = [Ef/(1 + Ef)] x MC
•Consider the following two scenarios: 1) Roll a fair die. If it comes up 1, 2, or 3, you receive
$5. If it comes up 4, 5, or 6, you pay $5. 2) Roll a fair die. If it comes up 1, 2, or 3, you receive
$50. If it comes up 4, 5, or 6, you pay $50. Which is riskier? Scenario 2
•“The sum of all the probabilities that different outcomes will occur multiplied by the
squared deviations from the mean of the random variable” describes which of the
following? Variance
•Suppose an individual prefers a risky prospect with the possibility to win $18, but an
expected value of $12, over $12 with certainty. What type of individual is this? Risk
loving
•Why do out-of-town consumers tend to make purchases in chain stores?
oThey have less information about local products.
oConsumers opt for familiar products, even if the expected quality is lower.
•Suppose that two-thirds of the stores in a market charge $800 for a certain brand of
mountain bike while one-third of the stores charge $500. If a customer is at a store
charging
$800 and the cost of an additional search equals $125, then it isn’t worthwhile to continue
searching for a lower price.
•When a consumer reaches a point of indifference between paying a given price and
searching for a lower price, then that consumer has reached his/her reservation
price.
•Suppose profits earned by one firm are independent of profits earned by other firms.
When managers and shareholder diversify, then poor outcomes of some projects can be
offset by favorable outcomes of other projects.
•Suppose 25% of workers in a market are willing to work for $55,000 and 75% of
workers are willing to work for $63,000. The expected benefit of searching
(interviewing) another worker equals $2000.
•Suppose 25% of workers in a market are willing to work for $55,000 and 75% of
workers are willing to work for $63,000. If the cost of the search equal $1200, what
should the manager do? Continue searching since the expected benefit exceeds the cost.
•The private-party sale of used cars is generally characterized by asymmetric information.
•Firms spend substantial amounts of money in order to verify the credit-worthiness of
their customers. Why? To reduce asymmetric information
•Due to the hidden characteristics of consumers, insurance companies often face a
problem of adverse selection.
•Moral hazard tends to result from asymmetric information and hidden actions.
•Signaling occurs when an informed party sends an indicator of his or her hidden
characteristics to an uniformed party in an attempt to provide information about
these hidden characteristics.
•Signals in both the product market and the labor market are useful if:
oThey are reliable.
oThey are difficult to mimic.
oThey are observable.
•Suppose that Jack, the manager of “Roper’s Rice,” sorts a group of newly hired
employees (about whom he is uninformed) according to their characteristics. Jack is
screening.
•How to Dutch offers differ?
oThe amount the winner pays.
oThe timing of the bidder’s decisions.
•Suppose a painting is sold at auction to the highest bidder. This is an example of a(n) English
auction.
•Suppose you value a painting at $500 and you are bidding on it against someone who
values the painting at $75. If you knew what the other bidder’s valuation was, how would
this affect your own valuation? Your bidding strategy? Valuation would not change; bidding
strategy would be less aggressive.
•An auction environment where bidders know neither their own valuation of the item
nor the other bidders’ valuation of the item. Correlated value estimates
•The optimal bidding strategy for a first-price, sealed bid auction is for the bidder to bid
less than his or her valuation of the item.
•What is the optimal bidding strategy for an English auction? Remain active until
price exceeds the bidder’s valuation.
•What is the optimal bidding strategy for a second-price, sealed-bid auction? The player
bids his/her own valuation of the item.
•Suppose there is an auction where bidders have independent private values and bids are
evenly distributed between $2 and $10. If John recognizes that his valuation of the item
equals $5.00, then his optimal bidding strategy in a second-price, sealed bid auction with
5 bidders equals $5.
•Suppose there is an auction where bidders have independent private values and bids are
evenly distributed between $2 and $10. If John recognizes that his valuation of the item
equals $5.00, then his optimal bidding strategy in a second-price, sealed bid auction with
4 bidders equals $4.25.
•Suppose there is an auction where bidders have independent private values and bids
are evenly distributed between $2 and $10. If John recognizes that his valuation of the
item equals $5.00, then his optimal bidding strategy in a Dutch auction with 5 bidders
equals
$4.40.
•Comparison advertising is a technique used to induce risk averse individuals to try
new products.
•Rising medical costs and insurance premiums have increased, in part, due to moral hazard.
•Suppose there are two random variables with identical possible outcomes and means equal
to zero. However, the variance of the first random variable is equal to 100, and the variance
of the second random variable is equal to 10,000. The standard deviation of the first
random variable equals 10 and the standard deviation of the second random variable
equals 100.
•For a manager who is risk neutral, the variance of profits does not affect
managerial decisions.
•If a risk averse individual expects homogeneity between two products, what can we predict?
The individual will not likely switch from an existing product to a new product.
•How does moral hazard increase the cost of medical services?
oInsurance companies increase rates to cover rising costs.
oThe cost of insurance claims rises due to increased visits.
oDemand for medical services increases.
•For small gambles, people generally risk loving. For larger gambles, people are generally risk
averse.
•Why is it expressly more difficult to determine optimal bidding strategies with
correlated values than with independent private values?
oBidders don’t know the valuations of others.
oBidders don’t know their own valuations.
oBidders learn the valuation of others through the auction process.
•If winning a common value auction informs the bidder that the winning bid exceeds
the valuations of all other bidders, then the winning bidder experiences the winner’s
curse.
•Given independent private values, the expected revenues of the auctioneer in a first-
price auction, equal those in a Dutch auction.
•Given independent private values, the expected revenues of the auctioneer in an
English auction:
oare the same as a second-price auction
oare the same as a first-price auction
•Suppose option 1 is the realization of a random variable with mean equal to zero and
variance equal to 100, and option 2 is the realization of a random variable with mean
equal to zero and variance equal to 10,000. Which of the two options is riskier? Option 2
•Risk averse and risk neutral managers will not pursue a project where the mean is negative.
•In order to maximize expected profits, a manager should produce a level of output where
E[MR] = MC.
•Indicate how a manager can induce a risk averse individual to consume new products.
oOffer free samples
oLower price
•Individuals who are generally willing to pay a premium to avoid risk are called risk averse.
•Since airlines are relatively uninformed about consumers’ exact preferences, they often
charge different prices for different tickets depending on length-of-stay, Saturday stay-
over, time of purchase, etc. As a result, consumer reveal their preferences by choosing the
ticket option that best suits their needs. This process is called a self-selection device.
•As medical costs increase, healthy individuals tend to leave the market for health
insurance. The result is a pool of less healthy individuals who pay the higher price for
medical services. This is known as adverse selection.
•Suppose an individual prefers $12 with certainty over a risky prospect with the
possibility to win $18, but an expected value of $12. What type of individual is this? Risk
averse
•Chain stores can compete with local retailers even when local stores sell superior
products. Why is this?
•Chain stores can compete with local retailers even when local stores sell superior
products. Why is this? Risk averse consumers are less likely to try unfamiliar products.
•Suppose that two-thirds of the stores in a market charge $800 for a certain brand
of mountain bike while one-third of the stores charge $500. The expected benefit of
an additional search equals $100.
•By investing in multiple projects simultaneously, a manager can reduce risk. This is called
diversification.
•Compare the search strategy of a risk-neutral producer to a risk-neutral consumer.
The strategies are exactly the same.
•A hidden action that benefits one party at the expense of another party is known as
moral hazard.
•Signals in both the product market and the labor market are useful if:
oThey are reliable.
oThey are observable.
oThey are difficult to mimic.
•Indicate the four basic types of auctions:
oEnglish
oDutch
oFirst-price, sealed bid
oSecond-price, sealed bid
•Describe the information in an auction characterized by independent private value.
Asymmetric information
•When the true underlying value of an item is the same for all bidders, it is called a(n)
common-value auction.
•What is the optimal bidding strategy for a second-price, sealed-bid auction? The player
bids his own valuation of the item.
•Which of the following are reasons that markets fail?
oPublic goods
oIncomplete information
oMarket power
•When a firm is able to set its price above marginal cost, it is said to have market power.
•When a firm in an industry has market power, there is a loss in welfare that would
have accrued to society had the industry been perfectly competitive. This loss is called
a deadweight loss.
•Antitrust policies are government policies designed to prevent firm managers from:
oMonopolizing
oColluding
oPrice fixing
•Markets with a post-merger HHI greater than 2500 are considered highly concentrated.
•Suppose a firm is allowed to operate as a monopoly due to the presence of large
economies of scale. Social welfare can potentially gain if price is regulated at the socially
efficient level.
•Costs borne by people not directly involved in the production or consumption of a good,
are called negative externalities.
•Negative externalities create market failure due to the lack of well-defined property rights.
•The Clean Air Act increases each firm’s marginal cost by forcing the firm to internalize
the cost of emitting pollution.
•Which of the following applies to pollution permits?
oallow entry into the market when demand increases
ocreate incentive to invest in cleaner technologies
•Suppose an economy produces a good that it cannot prevent people from consuming
(even if they did not pay for it). Furthermore, consumption of the good by one person
does not preclude others from also consuming it. This is an example of a public good.
•A typical problem associated with college group projects (where each member received
the same grade) is that some students tend to do most (if not all) of the work required to
earn a desirable grade while others do nothing. This is often called the free rider problem.
•A small town has 500 year-round residents, all of whom enjoy spring tulips planted on
the town’s main street. Each resident has an inverse demand curve of: P = 10 – 0.5Q. If the
marginal cost of planting tulips equals $250 per planter box, the socially efficient level of
planter boxes equals 19.
•A small town has 500 year-round residents, all of whom enjoy spring tulips planted on
the town’s main street. Each resident has an inverse demand curve of: P = 10 – 0.5Q. If the
marginal cost of planting tulips equals $250 per planter box, how many planter boxes are
likely to be planted? Zero; there is a free-rider problem.
•Laws enacted against insider trading are designed to prevent market failure due to
asymmetric information.
•Which of the following are ways that the government solves the problems associated
with asymmetric information?
oThe Lanham Act
oContract enforcement
•
•A small town has 500 year-round residents, all of whom enjoy spring tulips planted on
the town’s main street. Each resident has an inverse demand curve of: P = 10 – 0.5Q. If the
marginal cost of planting tulips equals $250 per planter box, the amount each resident
would be willing to pay for the socially efficient level of planter boxed equals $0.50.
•The marketability of assets in markets dominated by insiders tends to fall. As a result,
the welfare of all potential market participants falls.
•What is the effect of the Truth in Lending Act? Interest rates increase.
•What can induce customers to ignore advertising messages out of fear that the messages
are false? Asymmetric information
•Why might a firm contribute to public goods? To create goodwill
•Consider a market for a good that has certain detrimental side-effects, such as medical
marijuana. If producers fail to inform consumers of the potential side effects, consumers
are likely to suffer from incomplete information.
•When potential investors believe a market is composed of insiders who only buy and
sell stock based on inside information, they will stay out of the market.
•The government uses certification programs in order to eliminate individuals’ cost
of gathering information.
•The Truth in Lending Simplification Act (TSLA) ensures that all debtors are given
the opportunity to do what? Understand all aspects of borrowing.
•How does the government guard against asymmetric information in advertising?
The Lanham Act
•A political lobbyist that spends a considerable amount of money in an attempt to
influence public policy is engaged in rent-seeking behavior.
•You manage a monopoly with an inverse demand function of: P = 15 – Q. You face a cost
function of C(Q) = 3Q. If the government is considering a law that would set your price at a
competitive level, how much would you be willing to spend on lobbying activities to
prevent this? $36
•If Spain were to pay a fee to the United States for every unit of saffron it brings in to
the country, then what type of government policy does Spain face? Excise tariff
•In the presence of an excise tariff, domestic producers benefit at all levels of demand.
•When government allows a monopoly to exist, it will often regulate price in order to
reduce deadweight loss.
•In an attempt to reduce competition in the U.S. cotton ball market, the U.S. could impose a
quota: a limit on the amount of cotton balls other countries are allowed to sell in the U.S.
•Suppose that Spain must pay the United States a fixed fee in order to sell its prized saffron to
U.S. consumers. What type of government policy does Spain face? Lump-sum tariff
•If demand is high, a lump-sum tariff will not change the profits of domestic producers.
•In the presence of an excise tariff, domestic producers benefit at all levels of demand.
•Markets that are free of government regulation and intervention, may fail to provide
the socially efficient quantities of goods and services.
•The cornerstone of U.S. antitrust legislation is The Sherman Act of 1890.
•Under what circumstances will a government allow one firm to service an entire market?
When there are large economies of scale.
•When two competing interests believe they have the legal right to use an environmental
resource (such as a river), a negative externality can result as both parties might overuse
the resource. What can government do to remedy this? Declare itself the owner of the
environment and induce the socially efficient levels of output.
•Which of the following is a consequence of the Clean Air Act? Less output at a higher price
•Once they are purchased from the government, pollution permits may be bought from
and sold to other firms.
•
Formulas:
•Change in total revenue = (PxQx*(1 + edx) + PyQy*ey) * percentage change in price
•If the demand function is linear and given by: Qdx=α0+αxPx+αyPy+αMM+αHH and
the elasticities are:
oOwn price elasticity: EQx,Px=αx(Px/Qx)
oCross-price elasticity: EQx,Py=αy(Py/Qx)
oIncome elasticity: EQx,M=αM(M/Qx)
•The elasticities for a linear demand curve may be found using calculus. Specifically,
EQx,Px=∂Qdx∂Px, PxQx=αxPxQx and similarly for the cross-price and income
elasticities.
•When the demand function for good X is log-linear and given by: ln Qdx=β0+βx ln
Px+βyln Py+βMlnM+βHln H and the elasticities are:
oOwn price elasticity: EQx,Px=βx
oCross-price elasticity: EQx,Py=βy
oIncome elasticity: EQx,M=βM
•Relationship between marginal revenue and the elasticity of demand: MR=P[(1+E)/E]
•Value marginal product of labor: VMPL = P × MPL
•Value marginal product of capital: VMPK = P × MPK
•Leontief production function: Q =F(K,L) = min {aK,bL}
•Marginal product for a linear production function: If the production function is linear
and given by: Q =F(K,L) = aK +bL then MPK =a and MPL =b
•The marginal product of an input is the derivative of the production function with respect
to the input. Thus, the marginal product of labor is: MPL = ∂Q∂L and the marginal product
of capital is: MPK = ∂Q∂K
•For the case of the linear production function: Q = aK + bL, MPK = ∂Q∂K = a, MPL = ∂Q∂L = b
•ATC = C(Q)/Q
•Four-firm concentration ratio:
o C4 = (S1 + S2 + S3 + S4)/ST
o C4 = w1 + w2 + w3 + w4
▪w1 = S1/ST
▪w2 = S2/ST
▪w3 = S3/ST
▪w4 = S4/ST
•HHI = 10,000 Σw2i
•Rothschild index = ET/EF
oET = elasticity of demand for the total market
oEF = elasticity of demand for the product of an individual firm
•Lerner index =
oL = (P−MC)/P
▪P = price
▪MC = marginal cost
o P = ((1/(1−L)) x MC
•Profits of a perfectly competitive firm (the difference between revenues and costs)
=
– C(Q)
π = PQ
•To maximize profits, a perfectly competitive firm produces the output at which price
equals marginal cost in the range over which marginal cost is increasing = P = MC(Q)
•The demand curve for a competitive firm’s product is a horizontal line at the market
price. This price is the competitive firm’s marginal revenue = Df = P = MR
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