Two firms produce Bliffs. They compete by simultaneously choosing prices in a single period. The demand for Bliffs is given by P(Q) = 100-2Q where Q is market quantity and P is market price. Firm 1 has costs C1(q1) = 20q1 and Firm 2 has costs C2(q2) = 10q2. Which statement is true? %3D

Microeconomic Theory
12th Edition
ISBN:9781337517942
Author:NICHOLSON
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Chapter15: Imperfect Competition
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Two firms produce Bliffs. They compete by simultaneously
choosing prices in a single period. The demand for Bliffs is
given by P(Q) = 100-2Q where Q is market quantity and P is
market price. Firm 1 has costs C1(q1) = 2091 and Firm 2 has
costs C2(q2) = 1092. Which statement is true?
In the Nash equilibrium to the game, both firms play dominated
strategies
O None of the other answers are correct
O In the Nash equilibrium to the game, both firms play dominant
strategies
O In the Nash equilibrium to the game, both firms slowly lower prices
towards marginal costs
O In the Nash equilibrium to the game, both firms set price equal to
marginal cost
Consider a firm that produces two commodities X and Y; the
cost function is C(X,Y) where X and Y are respective quantities.
In the light of subadditivity concepts which cost functions
justify a natural monopoly?
O CX,Y)=X+Y+XY
O It is not possible to ascertain with the information provided.
O C(X,Y)=X+Y+1
O C(X,Y)=X+Y+XY/3
O CX,Y)=X+Y
Transcribed Image Text:Two firms produce Bliffs. They compete by simultaneously choosing prices in a single period. The demand for Bliffs is given by P(Q) = 100-2Q where Q is market quantity and P is market price. Firm 1 has costs C1(q1) = 2091 and Firm 2 has costs C2(q2) = 1092. Which statement is true? In the Nash equilibrium to the game, both firms play dominated strategies O None of the other answers are correct O In the Nash equilibrium to the game, both firms play dominant strategies O In the Nash equilibrium to the game, both firms slowly lower prices towards marginal costs O In the Nash equilibrium to the game, both firms set price equal to marginal cost Consider a firm that produces two commodities X and Y; the cost function is C(X,Y) where X and Y are respective quantities. In the light of subadditivity concepts which cost functions justify a natural monopoly? O CX,Y)=X+Y+XY O It is not possible to ascertain with the information provided. O C(X,Y)=X+Y+1 O C(X,Y)=X+Y+XY/3 O CX,Y)=X+Y
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