Mathematics, 20.07.2020 20:01, Jroc23

Consider the following two-person zero-sum game. Both players simultaneously call out one of the numbers f2; 3g. Player I wins if the sum of the numbers called is odd and player II wins if their sum is even. The loser pays the winner the product of the two numbers called (in dollars). Find the payoff matrix, the value of the game, and an optimal strategy for each player.

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Consider the following two-person zero-sum game. Both players simultaneously call out one of the num...