Consider the following normal-form game Player 1 is the row player (chooses one of these three options: U, M, D}. Player 2 is the column player {chooses one of these three options L, C, R). For each cell, therst number is player 1's payoff and the second number is player 2's payoff. 3. Compute each player's best response to the rival's pure strategies. b. Compute the Nash equilibria [pure strategies) of this game. If there are multiple equilibria, can you think of a selection criterion