Consider the following three-player game represented in extensive form: Player 3 L Player 2 Player 1 R Player 2 U D Player 3 (0,2,0) U D U D (0, 1, 1) (0, 3, k) (0, 4, 3) (0,4,2) U D How many pure-strategy subgame-perfect Nash equilibria are there in this game if k > 1? 5 3 7 1 It depends on the value of k. (2,2, 0)

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A: Given Strategy:

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A: The payoff matrix will look like this:

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A:

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Q: how many Nash equilibrium/equilibria are there in this game?  please refer to figure provided

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Q: payoff matrix

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A: Table 1 shows the game.

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A:

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Q: Refer to the payoff matrix above. How many Nash Equilibriums this game has? 01

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