Suppose a consumer's utility function is U(x,y) = min{x, y} For this utility function the optimal choice is given by 1. x=y 2. I= P,x+Pyy Suppose initially the price of good x is $4.00 per unit and the price of good y is $4.00 per unit. The consumer's income is $400. a. Solve for the ORIGINAL utility-maximizing bundle. Suppose the price of good x increases to $6.00 per unSolve for the NEW utility-maximizing bundle The substitution effect changes the quantity of good x from to C. d. The income effect chan the quantity of good x from to Therefore x is " the quantity of x %3D %3D a good because as income b.

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
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Suppose a consumer's utility function is U(x,y) = min{x, y}
For this utility function the optimal choice is given by
1.
Xx=y
2.
I= Px+ Pyy
Suppose initially the price of good x is $4.00 per unit and the price of good y is $4.00 per
unit. The consumer's income is $400.
Solve for the ORIGINAL utility-maximizing bundle.
Suppose the price of good x increases to $6.00 per unSolve for the NEW utility-maximizing
bundle
b.
The substitution effect changes the quantity of good x from
to
c.
d.
The income effect changes the quantity of good x from
to
Therefore x is
good because as income
" the quantity of x
a
DD
Transcribed Image Text:kboardcdn.com/5fd77210592ae/21912618?X-Blackboard-Expiration=1649062800000&X-Blackboard-Signa. 1 / 2 100% + Suppose a consumer's utility function is U(x,y) = min{x, y} For this utility function the optimal choice is given by 1. Xx=y 2. I= Px+ Pyy Suppose initially the price of good x is $4.00 per unit and the price of good y is $4.00 per unit. The consumer's income is $400. Solve for the ORIGINAL utility-maximizing bundle. Suppose the price of good x increases to $6.00 per unSolve for the NEW utility-maximizing bundle b. The substitution effect changes the quantity of good x from to c. d. The income effect changes the quantity of good x from to Therefore x is good because as income " the quantity of x a DD
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