Jim and TJ are Cournot duopolists. They each make an identical product. They will simultaneously choose a quantity of output, y and yr respectively. The market for this product has an inverse demand curve p = of output produced by both Jim and TJ. Their production costs are identical: production costs for each person i are c(yi) = 3y;. 15 – y, where y = yJ+ YT is the total quantity Say that both people are profit-motivated. Derive reaction functions for each person (their optimal choice given the choice made by the other person). Thus find the quantity produced by each person and the price in the Nash equilibrium of this game. Now say that Jim is not profit-motivated, but spite-motivated. He has one goal: to ensure that TJ cannot make positive profit, no matter what yr he picks. At least how much output YJ will Jim choose to produce? Explain the economic intuition behind your answer.

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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Jim and TJ are Cournot duopolists. They each make an identical product. They will
simultaneously choose a quantity of output, yj and yr respectively. The market for this
product has an inverse demand curve p = 15 – y, where y = YJ + YT is the total quantity
of output produced by both Jim and TJ. Their production costs are identical: production
costs for each person i are c(yi) = 3y;.
Say that both people are profit-motivated. Derive reaction functions for each person (their
optimal choice given the choice made by the other person). Thus find the quantity produced
by each person and the price in the Nash equilibrium of this game.
Now say that Jim is not profit-motivated, but spite-motivated. He has one goal: to ensure
that TJ cannot make positive profit, no matter what yr he picks. At least how much output
YJ will Jim choose to produce? Explain the economic intuition behind your answer.
Transcribed Image Text:Jim and TJ are Cournot duopolists. They each make an identical product. They will simultaneously choose a quantity of output, yj and yr respectively. The market for this product has an inverse demand curve p = 15 – y, where y = YJ + YT is the total quantity of output produced by both Jim and TJ. Their production costs are identical: production costs for each person i are c(yi) = 3y;. Say that both people are profit-motivated. Derive reaction functions for each person (their optimal choice given the choice made by the other person). Thus find the quantity produced by each person and the price in the Nash equilibrium of this game. Now say that Jim is not profit-motivated, but spite-motivated. He has one goal: to ensure that TJ cannot make positive profit, no matter what yr he picks. At least how much output YJ will Jim choose to produce? Explain the economic intuition behind your answer.
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