Read the journal article or news article related to the course material (Labour economics) and come up 2 questions relevant to the article.

ECON 370 - Chapter 2 - Labour

Economics

Maggie Jones

Labour Supply: Individual

Attachment to the Labour Market

Labour Supply

I Is supply upward sloping? I Intuitively it makes sense that higher wages generate an

“incentive” effect, wherein people are incentivized to work more when the wage increases

I This may not always be the case (we will see why/where) I Concept that people will work more when wages are higher is

still at the heart of the study of labour supply

I We will study how this affects the decision to work (extensive margin) and how much to work (intensive margin)

Extensive Margin: To Participate or

Not

Labour Force Participation

I labour force participation decision: to participate in paid labour market activities or not I as opposed to: unpaid work in the home, volunteer work,

education, retirement I has implications for the size and composition of the labour

force I affects unemployment, economic growth, occupation and

gender composition I these, in turn, affect relative wages, unionization, daycare,

equal pay, etc.

The Labour Force

I potential labour force: everyone who is eligible who participates in labour market activities I eligible: civilian non-institutional population, ≥15 years old,

excluding the territories and Indian reserves

I labour force: those in the “potential labour force” who are in the labour force

I employed: those in the labour force who did any work during the survey period, or those in the labour force who were ill or on strike, but otherwise would have been working, during the survey period

I unemployed: those in the labour force who are not employed, but are seeking work

Participation vs. Unemployment

I labour force participation rate: fraction of eligible population who is in the labour force

I unemployment rate: fraction of those in the labour force that are unemployed

How does the LFP change?

Labour Force Participation Rate Over

Time

Labour Force Participation Rate

Across Countries

Labour Force Participation Rate

Across Countries

LFPR vs.Per Capita Log GNI

Intensive Margin: How Much to

Participate

Hours Worked

I The “hours worked” decision encompasses more than just how many hours to work I hours per day, days per week, weeks per year

I In the short-run, hours of work are relatively fixed I Occupation choice, flexible working hours, additional part-time

jobs, allow hours worked to be more variable than we may assume

Distribution of Hours Worked

Basic Income-Leisure Model

Labour Supply Model

I We want to represent an individual’s choice of hours worked, given their market opportunities and the value they place on non-market activities

I We will assume that individuals do the best they can (optimize) with the time they have (constraints) given their individual preferences

I Our model is grounded in the canonical consumer theory model

Preferences

I Starting point is to provide a framework for modelling individual preferences

I We will assume there are two goods I Consumption goods: things you can buy in the market I Leisure: time spent doing all non-labour market activities

(household work, education, etc.)

I Preferences can be graphically represented by indifference curves which depict all the potential combinations of consumption and leisure that yield the same utility

C on su m pt io n

Leisure

C on su m pt io n

Leisure

C on su m pt io n

Leisure

Constraints

I We assume individuals want to reach the highest indifference curve subject to the constraints they face I Money I Time (which effectively equals money in this framework)

I Let price of consumption good be P so that the value of consumption is P ×C

I Ignore savings =⇒ income equals the value of consumption I Allows us to transfer our consumption-leisure framework to an

income-leisure framework

I Understanding the constraints agents face helps us to determine the set of feasible income-leisure combinations from which the consumer can choose

In co m e

Leisure

In co m e

Leisure

In co m e

Leisure

Consumer’s Optimum

I Putting together the individual’s budget constraint and preferences (i.e. indifference curves) yields the consumer’s optimal allocation of labour/income-leisure I in other words, the individual’s labour supply

In co m e

Leisure

In co m e

Leisure

I Let’s consider the individual’s decision to work when faced with specific wage rates I When MRS > wage the individual will not work I When MRS < wage the individual will increase hours until

MRS = wage

I E.g. Suppose you value one hour of leisure at $10. Someone offer’s you $8 to complete a task that requires an hour of your time. Would you complete this task?

In co m e

Leisure

Reservation Wage

I This analysis illustrates the idea at the core of the reservation wage I The wage rate at which the individual is indifferent between

working and not working (labour and leisure) I It equals the slope of the individual’s indifference curve at 0

hours worked (T)

Comparative Statics

Comparative Statics

I We are now equipped with the basic framework required to analyze how individual’s will respond to changes in the underlying economic environment I changing non-labour income I changing the wage rate

I First we need to consider how the purchase of leisure will be affected by changes in income if leisure is a: I normal good: ↑ income → ↑ demand for leisure I inferior good: ↑ income → ↓ demand for leisure

I Whether leisure is normal or inferior depends entirely on preferences (most empirical evidence points to leisure being normal)

Changing Non-Labour Income In co m e

Leisure

In co m e

Leisure

Changing Wages

Increasing the wage rate has two opposing effects:

I income effect: for each hour of work the individual can buy more goods including leisure. If leisure is a normal good this means the “purchase” of more leisure and a decline in the number of hours worked.

I substitution effect: return to work is greater so the individual may choose to work more in response to a wage hike. The opportunity cost of leisure has increased, i.e. we have a shift in the relative price of leisure (it is more expensive). The individual will increase the number of hours worked.

The overall effect depends on whether the income or substitution effect dominates.

In co m e

Leisure

Changing Wages

Note that increasing the wage can never cause people to not participate in the labour force. That is, LFP will not decrease because of increases in the wage rate. Individuals can always reach higher indifference curves, and will not choose the lower IC that will lead to no participation.

Increasing the wage could result in labour force participation among people who otherwise would not participate.

In this sense, increases in the wage rate cannot decrease LFP, but could potentially increase it.

Wage Elasticities of Supply

I uncompensated elasticity:

%∆hours

%∆wage

I compensated elasticity:

%∆hours attributed to substitution effect

%∆wage

The Individual Labour Supply Curve

Individual Labour Supply

I Using our leisure-income model, we can examine how varying the wage rate will affect individual’s optimal labour-leisure choice in order to map out their labour supply.

I i.e., how much labour would the individual supply at each value of the wage? I 0 hours until the wage = reservation wage I substitution effect dominates at low initial levels of the wage I income effect dominates as individual becomes wealthier

I At low wages the individual has an abundance of needs that higher wages can help address. As wages rise and these needs are met, the individual does not need as much extra money and can begin to reduce labour supply.

Individual Labour Supply Curve In co m e

Leisure

In co m e

Leisure

Barriers in the Labour Market

I Assumption underlying our model is that individuals can choose any labour-leisure combination given their budget constraint and preferences.

I In practice this may not be realistic. I e.g. suppose you wish to work 35 hours per week, but your

employer requires 40 I e.g. suppose you wish to work 12 hours per day, but your

store is only open for 8

I It turns out that we can incorporate these barriers into our basic income-leisure model.

Moonlighting & Underemployment In co m e

Leisure

Overemployment In co m e

Leisure