QUESTION 13 ote: No referencing is required for short answer questions. e following market is a duopoly populated only by the companies Alpha and Beta. The pay-off matrix immediately below shows the mbinations of pricing strategies available to the two companies. The numbers represent millions of dollars in profit. (The negative sign dicates a loss.) Alpha High price Low price Beta High price 100, 200 200, 100 Low price -50, 250 0, 100 suming Alpha and Beta act in their own self-interest, explain what will be the most likely pay-off for these firms in (i) a one-shot game, and (ii) infinitely repeated game. Make reference to the concept of Nash equilibrium in your answer.

ENGR.ECONOMIC ANALYSIS
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ISBN:9780190931919
Author:NEWNAN
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Chapter1: Making Economics Decisions
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QUESTION 13
Note: No referencing is required for short answer questions.
The following market is a duopoly populated only by the companies Alpha and Beta. The pay-off matrix immediately below shows the
combinations of pricing strategies available to the two companies. The numbers represent millions of dollars in profit. (The negative sign
indicates a loss.)
High price
Low price
Beta
High price Low price
100, 200 -50, 250
200, 1000, 100
Alpha
Assuming Alpha and Beta act in their own self-interest, explain what will be the most likely pay-off for these firms in (i) a one-shot game, and (ii)
an infinitely repeated game. Make reference to the concept of Nash equilibrium in your answer.
Transcribed Image Text:QUESTION 13 Note: No referencing is required for short answer questions. The following market is a duopoly populated only by the companies Alpha and Beta. The pay-off matrix immediately below shows the combinations of pricing strategies available to the two companies. The numbers represent millions of dollars in profit. (The negative sign indicates a loss.) High price Low price Beta High price Low price 100, 200 -50, 250 200, 1000, 100 Alpha Assuming Alpha and Beta act in their own self-interest, explain what will be the most likely pay-off for these firms in (i) a one-shot game, and (ii) an infinitely repeated game. Make reference to the concept of Nash equilibrium in your answer.
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