2.- There are 10 consumers in the market for Corn, 5 have income $20 and 5 have income $40. Each of them has preferences over corn (C) and Barley (B), the only two goods they consume, represented by the utility function U(C, B) = C x B. (The price of Barley, is $1.) There are 10 firms that produce Corn using labor L and land K, with the production function C = LiKi. Each firm has a lease on a plot of land of size 10 (acres). The --rental-- price for K is r= 0.5 and the wage rate is w= 3. In the short run (this problem refers to the short run), K is then fixed for cach firm. Obtain the (individual and then market) demand and the supply functions of C, and then compute the equilibrium price and quantity in this market.

Microeconomic Theory
12th Edition
ISBN:9781337517942
Author:NICHOLSON
Publisher:NICHOLSON
Chapter13: General Equilibrium And Welfare
Section: Chapter Questions
Problem 13.2P
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2.- There are 10 consumers in the market for Corn, 5 have income $20 and 5 have income $40. Each of
them has preferences over corn (C) and Barley (B), the only two goods they consume, represented by the
utility function U(C, B) = C x B. (The price of Barley, is $1.)
There are 10 firms that produce Com using labor L and land K, with the production function C = LiKi.
Each firm has a lease on a plot of land of size 10 (acres). The --rental-- price for K is r=0.5 and the wage
rate is w=3. In the short run (this problem refers to the short run), K is then fixed for each firm.
t run
Obtain the (individual and then market) demand and the supply functions of C, and then compute the
equilibrium price and quantity in this market.
Transcribed Image Text:2.- There are 10 consumers in the market for Corn, 5 have income $20 and 5 have income $40. Each of them has preferences over corn (C) and Barley (B), the only two goods they consume, represented by the utility function U(C, B) = C x B. (The price of Barley, is $1.) There are 10 firms that produce Com using labor L and land K, with the production function C = LiKi. Each firm has a lease on a plot of land of size 10 (acres). The --rental-- price for K is r=0.5 and the wage rate is w=3. In the short run (this problem refers to the short run), K is then fixed for each firm. t run Obtain the (individual and then market) demand and the supply functions of C, and then compute the equilibrium price and quantity in this market.
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