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Question 2 Consider the following extensive form game. R 2 a А/ B 2,3 / 1 \ь 3, x 3,0 1, Each value of x defines a different1. Solve this game by backward induction for x = 0 and for x = 2. For each of those values of x, what are the payoffs that pl

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Answer #1

Por x=2 At node, 1 player 2 will choose A as, 370, and at node Il player 2 will choose b as 271 So, the game becomes 2,3 3,0

I player 1 may choose R or L. so, nash equm equilibria - (2, Aa) and (R, A b) & and (R, B b) iff nyl and only, (2, Aa) iff a

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