Question: Consider a static game with the following payoff matrix: (a) Find all Nash equilibria in pure strategies for this game. (b) Find all Nash equilibria

Consider a static game with the following payoff matrix: (a) Find all Nash equilibria in pure strategies for this game. (b) Find all Nash equilibria in mixed strategies for this game. (c) Write down the normal form for the dynamic version of this game in which the row player moves first. (d) Find all Nash equilibria in pure strategies for the dynamic game of part (c) and also find the subgame perfect equilibrium of that game
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