1. [11] pts] Consider the foliowing two-person zero-sum game. Two players simultaneously say.r one of the numbers 2 or 3. Plater 1 wins if the sum of the numbers is odd, and Player 2 wins if the sum of the numbers is even. The loser pays the winner {in dollars) the product of the two numbers that were said. Give the payoff matrix? the value of the game? and optimal strategies for both players