Firm 1 Low Medium High 46.12 55.3 45.69 Low 24.03 36.07 48.43 75.18 61.32 57.78 Firm 2 Medium 13.54 41.47 41.47 93.83 72.76 84.06 High 2.99 17.37 23.09
Firm 1 Low Medium High 46.12 55.3 45.69 Low 24.03 36.07 48.43 75.18 61.32 57.78 Firm 2 Medium 13.54 41.47 41.47 93.83 72.76 84.06 High 2.99 17.37 23.09
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
Related questions
Question
We can see from the payoff matrix that there are no pure strategy Nash equilibrium in this game because at least one firm would always have an incentive to change its behavior. From Nash's theorem, we know there must be at least one Nash equilibrium so there must be a mixed strategy Nash equilibrium for this game.
Find the mixed strategy Nash equilibrium by first deleting all dominated strategies in the game
What's the expected payoff to Firm 2 in the equilibrium?

Transcribed Image Text:Firm 1
Low
Medium
High
46.12
55.3
45.69
Low
24.03
36.07
48.43
75.18
61.32
57.78
Firm 2
Medium
13.54
41.47
41.47
93.83
72.76
84.06
High
2.99
17.37
23.09
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