To calculate Hicksian demand (also compensated demand), income m" is used, which keeps the utility level constant after a price change, so that m" is implicitly defined by u(x(p, m)) = u(x(p', m)) 2/3 1/3 A consumer with income m=12 has the utility function u:R2+>R+ given by u (x1, æ2) = x°x, %3D The price of good 1 changes from p1=1 to p'1=8. Note: the optimal decision is 1 (P1, P2, m) = 2 3 m, a2 (P1, P2, m) = : How high is m"? Choose one or more answers: a.m"=48. b.m"=12. c.m"=36. d.m"=24.

Microeconomic Theory
12th Edition
ISBN:9781337517942
Author:NICHOLSON
Publisher:NICHOLSON
Chapter4: Utility Maximization And Choice
Section: Chapter Questions
Problem 4.14P
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To calculate Hicksian demand (also compensated demand), income m" is used, which keeps the
utility level constant after a price change, so that m" is implicitly defined by
u(x(p, m)) = u(x(p', m))
%3D
2/3 1/3
A consumer with income m=12 has the utility function u:R2+>R+ given by u (x1, x2) = x x,
The price of good 1 changes from p1=1 to p'1=8.
Note: the optimal decision is *1(P1, P2, m)
r2(P1, P2, m):
3
Pi
3.
P2
How high is m-?
Choose one or more answers:
a.m=48.
b.m"=12.
c.m=36.
d.m"=24.
Transcribed Image Text:To calculate Hicksian demand (also compensated demand), income m" is used, which keeps the utility level constant after a price change, so that m" is implicitly defined by u(x(p, m)) = u(x(p', m)) %3D 2/3 1/3 A consumer with income m=12 has the utility function u:R2+>R+ given by u (x1, x2) = x x, The price of good 1 changes from p1=1 to p'1=8. Note: the optimal decision is *1(P1, P2, m) r2(P1, P2, m): 3 Pi 3. P2 How high is m-? Choose one or more answers: a.m=48. b.m"=12. c.m=36. d.m"=24.
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