Jana is interested in only two goods, X and Y, which she views as "perfect complements". Write down a utility function representing Jana's preferences if for every 4.5 units of good X she must have 3.5 units of good Y. Use the utility function to determine which (x.y) bundle is Jana's favorite among the three below: Bundle 1: (16, 28) Bundle 2: (28, 16) Bundle 3: (21, 21) Then enter below the quantity of good X of her favorite bundle,

ENGR.ECONOMIC ANALYSIS
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Author:NEWNAN
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Chapter1: Making Economics Decisions
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Jana is interested in only two goods, X and Y, which she views as "perfect complements". Write down a utility function
representing Jana's preferences if for every 4.5 units of good X she must have 3.5 units of good Y. Use the utility
function to determine which (x.y) bundle is Jana's favorite among the three below:
Bundle 1: (16, 28)
Bundle 2: (28, 16)
Bundle 3: (21, 21)
Then enter below the quantity of good X of her favorite bundle,
Transcribed Image Text:Jana is interested in only two goods, X and Y, which she views as "perfect complements". Write down a utility function representing Jana's preferences if for every 4.5 units of good X she must have 3.5 units of good Y. Use the utility function to determine which (x.y) bundle is Jana's favorite among the three below: Bundle 1: (16, 28) Bundle 2: (28, 16) Bundle 3: (21, 21) Then enter below the quantity of good X of her favorite bundle,
Expert Solution
Step 1

In order to derive the preference:- 

4.5 x = 3.5 y 

U( x , y ) = min { 4.5 x , 3.5 y } 

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