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ConjointAnalysis2.ppt

Understanding Consumer Preferences with Conjoint Analysis

Overview of Today’s Class

  • Understanding conjoint analysis
  • The procedure for conjoint analysis

  • Interpreting conjoint output
  • Creating and using choice simulators
  • Running conjoint analysis using Excel

So, What Is Conjoint Analysis?

  • Methodology used to decompose an individual’s value system for a product from overall judgment of the product
  • Decomposition of the value system allows researcher to understand the value/utility of each product attribute at each attribute level.
  • That’s right!
  • For each attribute
  • For each attribute level

When in CA Used?

  • Very useful to make feature and feature-level trade-offs in new product design
  • Calculate market share
  • Determine market entry barriers
  • Simulate market activity

3 Assumptions of Conjoint Analysis

  • Every product/service is a “bundle” of attributes
  • e.g. Image, brand name, reliability, etc. For this class we will be hired by a brand so you may not use brand as an attribute!!
  • Physical, psychological, and aesthetic attributes
  • Products differ via varying levels of attributes provided
  • e.g. Quiet; Subdued; $1,200

3 Assumptions of Conjoint Analysis

  • Consumer preferences for these “bundles” differ
  • And hence, overall consumer preferences for these bundles can be decomposed into basic building blocks
  • Utilities for each attribute and their levels

Procedure for Conjoint Analysis

Designing and Conducting the Experiment

Selecting attributes and levels that form

the product

Choosing stimulus representation and

Response People

Interpreting conjoint output

Data Collection &

Data Analysis via Multiple Regression

Step 1. Selecting Attributes and Levels That Form the Product – Focus Groups

  • Can include all Peoples - physical, performance, psychological, aesthetic
  • e.g. let’s assume 4 attributes of a Car

1. Image: Family, Sporty, Prestigious

2. Sound:Quiet, Subdued, Loud

3. People: 2 people, 4 people, 5 people

4. Service: Easy, Difficult, Impossible

Keep the levels specific

  • Avoid words like “high, low, medium” or “average”
  • Avoid any words that are not actionable

Step 1. Selecting Attributes and Levels That Form the Product

  • Key to selecting attributes:
  • Use focus groups, managers’ inputs, and competitive analyses
  • Most relevant - 3 to 7 attributes
  • Match number of levels - 3 to 4 levels each
  • In our Car example: How many versions/combinations are possible?
  • For our example? 3x3x3x3 = 81 possible profiles
  • Do consumers have to rank all versions?

Step 2. Choosing Stimulus Representation

  • What are your choices in exhibiting the “profiles” to customers?
  • Create actual products
  • Use prototypes
  • Use pictures
  • Use text
  • Use pictures and text

Step 2. Choosing Stimulus Representation

  • Full profile
  • all attributes included in each profile

Profile 1

Impossible

Quiet

Sporty

4 people

Profile 2

Service: Easy

Sound: Subdued

Image: Sporty

People: 5 people

Step 2. Choosing Response People

  • Choosing customer response People
  • ranking profiles – less than 10 profiles
  • rating profiles – 10 OR more than 10 profiles
  • choice based
  • Pause….
  • Remember decompositional technique?
  • What are you “decomposing”?

Step 2. Choosing Response People

  • Generally, ranking and rating data provide similar results - hence choose based on
  • number of profiles
  • potential respondent fatigue

Step 3. Designing the Experiment

  • How many profiles possible?
  • Multiplicative product of number of levels across all attributes
  • For our example? 3x3x3x3 = 81 possible profiles
  • Should respondents rank/rate each profile?
  • Tiring! Fatigue = Source of error
  • Use orthogonal experimental design

Step 3. Orthogonal Experimental Designs

  • Limited number of profiles
  • However, limited enough such that RELIABLE estimation of all utilities is possible
  • So, how many profiles?
  • At least = # of utilities estimated
  • # of utilities estimated =

Sum across all attributes (# of levels for each attribute - 1)

Step 3. Orthogonal Experimental Designs

  • So for our example…
  • # of levels for Image = 3
  • # of levels for Sound = 3
  • # of levels for People = 3
  • # of levels of Service = 3
  • Hence, # of utilities estimated =
  • (3-1) + (3-1) + (3-1) + (3-1) = 8
  • Hence, # of profiles = 8 = FLOOR
  • WOW! Ranking/Rating a minimum of 8 carefully selected profiles will enable us to RELIABLY estimate utilities for 81 possible profiles
  • Efficient & Reliable
  • If Orthogonal Design book does not have design with 8 profiles go to the next level

Step 3. The Design Part A The Code-sheet

  • Think multiple regression

Y = a + b1X1 + b2X2 + b3X3 + b4 X4 + b5X5 + b6X6 + b7X7 + b8X8

  • Image
  • X1 = 0,1 (0 = not Prestigious, 1 = Prestigious)
  • X2 = 0,1 (0 = not Sporty, 1 = Sporty)
  • Sound
  • X3 = 0,1 (0= not Quiet, 1 = Quiet)
  • X4 = 0,1 (0=not Subdued, 1 = Subdued)
  • People
  • X5 = 0,1 (0 = not 5 people, 1 = 5 people)
  • X6 = 0,1 (0 = not 4 people, 1 = 4 people)
  • Service
  • X7 = 0,1 (0= not Easy, 1 = Easy)
  • X8 = 0,1 (0=not Difficult, 1 = Difficult)
  • What about Family, Loud, 2 people, & Impossible?

Step 3. The Design – Part B

  • Remember, for our example we need at least 8 profiles
  • KEY: Each row above is a profile to be ranked/rated
  • Put profiles in words – there are 9 rows, hence 9 profiles above
PROFILE Rank X1 X2 X3 X4 X5 X6 X7 X8
1 0 0 0 0 0 0 0 0
2 0 0 0 1 0 1 0 1
3 0 0 1 0 1 0 1 0
4 0 1 0 0 0 1 1 0
5 0 1 0 1 1 0 0 0
6 0 1 1 0 0 0 0 1
7 1 0 0 0 1 0 0 1
8 1 0 0 1 0 0 1 0
9 1 0 1 0 0 1 0 0

Step 3. Conducting the Experiment

Use Design Part A and Design Part B together

  • Profile 1 results from row 1 in Design Part B (ignore the label row), and from the code-sheet that you created in Design Part A
  • Profile 2 results from combining row 2 in Design Part B and the code-sheet in Design Part A
  • And so on….

Step 3. Combining Design Parts A & B

Profile 1

Image: Family

Sound: Loud

People: 2 people

Service: Impossible

Profile 2

Image: Family

Sound: Subdued

People: 4 people

Brand name: Difficult

Profile 3

Image: Family

Sound: Quiet

People: 5 people

Brand name: Easy

Profile 4

Image: Sporty

Sound: Loud

People: 4 people

Service: Easy

Profile 5

Image: Sporty

Sound: Subdued

People: 5 people

Service: Impossible

Profile 6

Image: Sporty

Sound: Quiet

People: 2 people

Service: Difficult

Profile 7

Image: Prestigious

Sound: Loud

People: 5 people

Service: Difficult

Profile 8

Image: Prestigious

Sound: Subdued

People: 2 people

Service: Easy

Profile 9

Image: Prestigious

Sound: Quiet

People: 4 people

Service: Impossible

Step 3. Presenting the Profiles

  • Few Rules:
  • Make the profiles uncluttered – not too wordy
  • Mention both the feature name and the feature level in each profile
  • Put a rating or a ranking option below each profiles
  • Let the respondents clearly know what the scale or ranking means
  • Watch for signs of confusion and fatigue – pre-test, pre-test

Step 3. Presenting the Profiles – I have template for you!!!

Step 4. Obtain Rankings or Ratings

  • Higher the ranking/rating means higher the number
  • 9 means most preferred
  • 1 means least preferred

Rank X1 X2 X3 X4 X5 X6 X7 X8
1 0 0 0 0 0 0 0 0
2 0 0 0 1 0 1 0 1
5 0 0 1 0 1 0 1 0
6 0 1 0 0 0 1 1 0
7 0 1 0 1 1 0 0 0
4 0 1 1 0 0 0 0 1
9 1 0 0 0 1 0 0 1
3 1 0 0 1 0 0 1 0
8 1 0 1 0 0 1 0 0
1 0 0 0 0 0 0 0 0
4 0 0 0 1 0 1 0 1
5 0 0 1 0 1 0 1 0
2 0 1 0 0 0 1 1 0
6 0 1 0 1 1 0 0 0
3 0 1 1 0 0 0 0 1
7 1 0 0 0 1 0 0 1
9 1 0 0 1 0 0 1 0
8 1 0 1 0 0 1 0 0
2 0 0 0 0 0 0 0 0
1 0 0 0 1 0 1 0 1
4 0 0 1 0 1 0 1 0
6 0 1 0 0 0 1 1 0
5 0 1 0 1 1 0 0 0
8 0 1 1 0 0 0 0 1
3 1 0 0 0 1 0 0 1
7 1 0 0 1 0 0 1 0
9 1 0 1 0 0 1 0 0

Step 4. The Regression Analysis

  • Use Excel for analysis, multiple regression

Step 4. Re-scaling Utilities - Utilities are re-scaled to fit between 0 and 1

  Utility Rescaled Rescale Formula= U-L/Range
X3 = Quiet 2.91 1 (2.91-(-.58))/3.493
X1= Prestigious 2.83 0.98 (2.83-(-.58))/3.493
X5= 5 people 2.25 0.81  
X4= Subdued 2.08 0.76  
X2 = Sporty 1.66 0.64  
X6= 4 people 1.25 0.52  
Intercept 1 0.45 (1-(-.58))/3.493
X9= Family 0 0.17 (0-(-.58))/3.493
X10= Loud 0 0.17  
X11= 2 people 0 0.17  
X12= Impossible 0 0.17  
X7= Easy -0.41 0.05  
X8 = Difficult -0.58 0  
       Range=Highest-Lowest U=Utility Number
     

Prestigious

Sporty

Family

Loud

Subdued

Quiet

2 people

4 people

5 people

Easy

Difficult

Impossible

Intercept

Chart1

Category 1 Category 1 Category 1
Category 2 Category 2 Category 2
Category 3 Category 3 Category 3
Category 4 Category 4 Category 4
0.45
Step 5: Interpreting Conjoint Output
series 1
series 2
series 3
0.98
0.64
0.17
0.17
0.76
1
0.17
0.52
0.81
0.05
0
0.17

Sheet1

series 1 series 2 series 3
Category 1 0.98 0.64 0.17
Category 2 0.17 0.76 1
Category 3 0.17 0.52 0.81
Category 4 0.05 0 0.17
0.45

6 Outputs of Conjoint Analysis

  • Once you’ve created a bar chart using the rescaled attribute level utilities, you can

Get a deeper understanding of customer value structure

Find the best product based on total utility

Determine overall attribute importance

Estimate relative market share

Anticipate how a change in one attribute will impact total utility and hence market share, and what value-neutral tradeoffs can be made – also called simulating the market

Identify the minimum acceptable product

Interpreting Output 1 – Develop Better Understanding of Customer Value Structure

  • Making trade-offs between various levels of Image, Sound, People, & Service
  • Understand drop in utilities between levels
  • Find “sweet spots” if they exist
  • Get a very good idea of customers’ value structure

Prestigious

Sporty

Family

Loud

Subdued

Quiet

2 people

4 people

5 people

Easy

Difficult

Impossible

Intercept

Linear or Non-Linear – MUST KNOW COST TO DETERMINE –in this class only use for price

Chart1

Category 1 Category 1 Category 1
Category 2 Category 2 Category 2
Category 3 Category 3 Category 3
Category 4 Category 4 Category 4
0.45
series 1
series 2
series 3
0.98
0.64
0.17
0.17
0.76
1
0.17
0.52
0.81
0.05
0
0.17

Sheet1

series 1 series 2 series 3
Category 1 0.98 0.64 0.17
Category 2 0.17 0.76 1
Category 3 0.17 0.52 0.81
Category 4 0.05 0 0.17
0.45

$500

$800

$1200

MADE UP

SWEET SPOTS these have nothing to do with previous chart

$500

$800

$1200

Chart1

Category 1 Category 1 Category 1
Category 2 Category 2 Category 2
Series 1
Series 2
Series 3
0.45
0.25
0.45
0.25
0.45
0.25

Sheet1

Series 1 Series 2 Series 3
Category 1 0.45 0.25 0.45
Category 2 0.25 0.45 0.25
To resize chart data range, drag lower right corner of range.

Interpreting Output 2 – Optimal Product

  • How many profiles did customers rank for the Car example?
  • How many Car combinations were possible?
  • Can test all possible combinations
  • Even if customers did not see all combinations
  • WHY??
  • The efficiency and reliability of CA!!
  • In short, create optimal products

Interpreting Output 2 – Optimal Product

  • The concept of TPU – Total Product Utility
  • Best possible Car? – Look at the bar chart!!

Prestigious .98

Quiet 1.00

5 people .81

Impossible .17

TPU = 2.96

however, can we afford to offer this combination?

  • Worst possible product?
  • 2nd best?
  • 15th from the top?...and so on

Interpreting Output 2 – Optimal Product

  • To create an optimal product, a company MUST
  • Provide customers with the highest possible TPU
  • AND simultaneously make a profit!
  • Rank order all products by TPU and by costs – then supply the one with the highest TPU and the maximum profit – we can’t do in class because we do not have costs for creating each attribute level

Interpreting Output 3:
Calculating Overall Feature Importance

  • We know what the utility of each level of each feature is (the BAR CHART, OF COURSE!)
  • What about the overall features?
  • Image? Sound? People? Service?
  • Calculate range for each feature
  • Highest utility value within a feature minus the lowest utility value with a feature

Interpreting Output 3:
Calculating Overall Feature Importance

  • Look at the bar chart!
  • Image Range = 0.98 – 0.17 = 0.81
  • Sound Range = 1.00 – 0.17 = 0.83
  • People Range = 0.81 – 0.17 = 0.64
  • Service Range = 0.17 – 0.00 = 0.17
  • Sum of ranges =
  • 0.81+0.83+0.64+0.17 = 2.45

Interpreting Output 3:
Calculating Overall Feature Importance

  • Importance of each feature = Feature range divided by sum of all features’ ranges
  • Importance of Image = 0.81/2.45 = 33.06%
  • Importance of Sound = 0.83/2.45 = 33.87%
  • Importance of People = 0.64/2.45 = 26.12%
  • Importance of Service = 0.17/2.45 = 6.93%

Interpreting Output 3:
Calculating Overall Feature Importance

Chart1

Image
Sound
People
Service
0.3308
0.3387
0.2612
0.0693

Sheet1

Image Sound People Service
33.08% 33.87% 26.12% 6.93%

Interpreting Output 3: Most Important Attributes/ “hot buttons”

  • So what are the “hot buttons” or important attributes in our PC example?
  • Image
  • Sound
  • People
  • Service
  • So this gives you an investment priority
  • How is this similar to perceptual mapping?

Interpreting Output 4:
The Intercept

  • The re-scaled intercept suggests a market entry barrier as perceived by the target market
  • Minimum acceptable product for it to be part of target market’s consideration set
  • Any product must total up to be greater than the intercept
  • What does a large intercept value typically indicate?

Interpreting Output 5:
Calculating Current Market Share

  • Remember from output 2, we could have potentially calculated TPU values for all possible combinations
  • Somewhere among those TPU values are all our competitors
  • Use the appropriate feature/level combinations and create the entire market’s profiles that you compete with
  • You can create a realistic marketplace
  • 10-12 competitors including yourself

Interpreting Output 5:
Calculating Current Market Share

  • Create the entire market’s profiles and calculate each profile’s utility
  • Market share =

exp (Utility of Us)/sum exp (Utility of Us; Utility of them)

Interpreting Output 5:Calculating
Current Market Share (Stage 1)

  • Assume 3 product market–

Capri Prelude BMW

Family .17 Sporty .64 Prestigious .98

Loud .17 Subdued .76 Subdued .76

2 people .17 4 people .52 5 people .81

Easy .05 Difficult .00 Impossible .17

TPU .56 1.92 2.72

Stage 1: Current Market Share

Chart1

Capri
Prelude
BMW
Market Share
0.073
0.287
0.64

Sheet1

Market Share
Capri 7.30%
Prelude 28.70%
BMW 64%
To resize chart data range, drag lower right corner of range.

Interpreting Output 5:Calculating Current Market Share (Stage 1)

  • Market share calculations:
  • Capri = exp(.56)/[exp(.56) + exp(1.92) + exp(2.72)]
  • = 1.75/(1.75 + 6.82 + 15.18)
  • = 7.3%
  • Prelude = exp(1.92)/[exp(1.92) + exp(.56) + exp(2.72)]
  • = 6.82/(6.82 + 1.75 + 15.18)
  • = 28.7%
  • BMW = exp(2.72)/[exp(2.57) + exp(.56) + exp(1.92)]
  • = 15.18/(15.18 + 1.75 + 6.82)
  • = 64%

Interpreting Output 5:
Simulating the Market – Potential Market Share

  • Can test reaction to competitors’ actions
  • Simulate the market
  • Test impact of feature changes on market share
  • What if Capri tries to catch-up to Prelude?
  • Loud to Quiet
  • What happens?

Interpreting Output 5:Simulating the Market – Potential Market Share (Stage 2)

  • Assume same 3 product market – hypothetical
  • But with the changes from the previous slide

Capri Prelude BMW

Quiet 1.00 Subdued .76 Subdued .76

Family .17 Sporty .64 Prestigious .98

2 people .17 4 people .52 5 people .81

Easy .05 Difficult .00 Impossible .17

TPU 1.39 1.92 2.72

*

Stage 2: Changed Most Important Attribute
UP 8.1%

Chart1

Capri
Prelude
BMW
Market Share
0.154
0.262
0.584

Sheet1

Market Share
Capri 15.40%
Prelude 26%
BMW 58.40%
To resize chart data range, drag lower right corner of range.

Interpreting Output 5: Simulating the Market – Potential Market Share (Stage 2)

  • Market share calculations:
  • Capri = exp(1.39)/[exp(1.39) + exp(1.92) + exp(2.72)]
  • = 4.01/(4.01+ 6.82 + 15.18)
  • = 15.4% up 8.1% (WOO HOO!)
  • Prelude = exp(1.92)/[exp(1.92) + exp(1.39) + exp(2.72)]
  • = 6.82/(6.82 + 4.01 + 15.18)
  • = 26.2% down 2.5%
  • BMW = exp(2.72)/[exp(2.72) + 39 + exp(1.92)]
  • = 15.18/(15.18 + 4.01 + 6.82)
  • = 58.4% down 5.6%

Interpreting Output 5:Simulating the Market – Competition reacts (Stage 3)

BMW will not sit still when they lose over 10% market share

Capri Prelude BMW

Quiet 1.00 Subdued .76 Subdued .76

Family .64 Sporty .64 Prestigious .98

2 people .17 4 people .52 5 people .81

Easy .05 Difficult .00 Easy .05

TPU 1.39 1.92 2.60

Stage 3: Potential Market Share
up 1.1% (WOO HOO!) from beginning up 9.2%

Chart1

Capri
Prelude
BMW
Column1
0.165
0.28
0.555

Sheet1

Column1
Capri 16.50%
Prelude 28.00%
BMW 56%
To resize chart data range, drag lower right corner of range.

Interpreting Output 5:Simulating the Market – Potential Market Share (Stage 3)

  • Market share calculations:
  • Capri = exp(1.39)/[exp(1.39) + exp(1.92) + exp(2.60)]
  • = 4.01/(4.01 + 6.82 + 13.46)
  • = 16.5% up 1.1% (WOO HOO!) from beginning up 9.2%
  • Prelude = exp(1.92)/[exp(1.92) + exp(1.39) + exp(2.60)]
  • = 6.82/(6.82 + 4.01 + 13.46)
  • = 28% up 1.8%
  • BMW = exp(2.60)/[exp(2.60) + exp(1.39) + exp(1.92)]
  • = 13.46/(13.46 + 4.01 + 6.82)
  • = 55.5% down 2.9%

Interpreting Output 5:
Simulating the Market – Potential Market Share

  • Can test many such rounds of our firm’s actions and competitive reactions
  • Determine the most appropriate feature and level combination based on these simulations

Summary

  • The value of conjoint analysis
  • Using conjoint analysis
  • Interpreting and leveraging conjoint analysis

7.30%28.70%64%CapriPreludeBMW

15.40%26%58.40%CapriPreludeBMW

16.50%28.00%56%CapriPreludeBMW