A consumer B has a utility function of the form u(x1,x2) = Vx1 + V2x, where x s the basic food basket and x, is utilities. In addition, he has an income of $ 980,00 and the prices of food and utilities are $ 300,000 and $ 420,000 respectively. Base on the above, answer: a) Calculate the amount of food and utilities to be demanded by the consumer. O) Calculate the consumer's indirect utility function. c) Assume that the price of utilities is now $ 380,000; calculate the Hicksian demand at this new price. d) The government does not want the price of utilities to decrease and prefers t give the consumer the monetary amount before the price change in c), so that h maintains the same level of utility if the price had decreased. How much will the JOvernment give?

Economics:
10th Edition
ISBN:9781285859460
Author:BOYES, William
Publisher:BOYES, William
Chapter21: Demand: Consumer Choic
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COURSE: MICROECONOMICS - CONSUMER THEORY

PD: exercise resubmitted. Image attached 

A consumer B has a utility function of the form u(x1,x2)
Vx1 + /2x2 where x1
is the basic food basket and x, is utilities. In addition, he has an income of $ 980,000
and the prices of food and utilities are $ 300,000 and $ 420,000 respectively. Based
on the above, answer:
(a) Calculate the amount of food and utilities to be demanded by the consumer.
b) Calculate the consumer's indirect utility function.
c) Assume that the price of utilities is now $ 380,000; calculate the Hicksian demands
at this new price.
d) The government does not want the price of utilities to decrease and prefers to
give the consumer the monetary amount before the price change in c), so that he
maintains the same level of utility if the price had decreased. How much will the
government give?
Transcribed Image Text:A consumer B has a utility function of the form u(x1,x2) Vx1 + /2x2 where x1 is the basic food basket and x, is utilities. In addition, he has an income of $ 980,000 and the prices of food and utilities are $ 300,000 and $ 420,000 respectively. Based on the above, answer: (a) Calculate the amount of food and utilities to be demanded by the consumer. b) Calculate the consumer's indirect utility function. c) Assume that the price of utilities is now $ 380,000; calculate the Hicksian demands at this new price. d) The government does not want the price of utilities to decrease and prefers to give the consumer the monetary amount before the price change in c), so that he maintains the same level of utility if the price had decreased. How much will the government give?
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