Consider the following simultaneous-move coordination game. A B A 10, 10 0,0 B 0,0 1, 1{a} Find all pure strategy Nash equilibria of the game. (1)} Find all mixed strategy Nash equilibria of the game. {(3} Suppose now that players move in sequence: player 1 moves rst, and player 2 chooses his action after observing player 1's action. Draw the extensive form of this game. Solve the game using backward induction. ({1} Does the sequential-move game from part {e} have a Nash equilibrium in which players receive payoffs (I F I)