Write the payoff matrix from the perspective of Player A for the following zero-sum "game", where each row represents a strategy for Player A and each column represents a strategy for Player B. Player A and Player B each roll dice. If they both roll even numbers, neither player wins anything. If they both roll odd numbers, Player A gives Player B $2. When one player rolls an even number and the other rolls an odd number, the player who rolled the even number pays the other player $1.
Write the payoff matrix from the perspective of Player A for the following zero-sum "game", where each row represents a strategy for Player A and each column represents a strategy for Player B. Player A and Player B each roll dice. If they both roll even numbers, neither player wins anything. If they both roll odd numbers, Player A gives Player B $2. When one player rolls an even number and the other rolls an odd number, the player who rolled the even number pays the other player $1.
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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