a. Find all the pure NE. b. What NE are not sequentially rational? why? c. Apply...

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a. Find all the pure NE. b. What NE are not sequentially rational? why? c. Apply the backward induction procedure. How many solutions do you find? 6. Consider a dynamic version of matching pennies, where player 1 moves first and player 2 gets to observe whether player 1 picked heads or tails. a. Find all the pure NE. b. What NE are not sequentially rational? why? c. Apply the backward induction procedure. How many solutions do you find? a. Find all the pure NE. b. What NE are not sequentially rational? why? c. Apply the backward induction procedure. How many solutions do you find? 6. Consider a dynamic version of matching pennies, where player 1 moves first and player 2 gets to observe whether player 1 picked heads or tails. a. Find all the pure NE. b. What NE are not sequentially rational? why? c. Apply the backward induction procedure. How many solutions do you find?

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To solve these problems lets start by defining the game and then finding the pure Nash Equilibria NE Dynamic Matching Pennies Player 1 moves first Gam... View the full answer