Multiple Choice

An individual, Person A, has altruistic preferences, meaning their satisfaction depends on both their own and another person's (Person B's) outcome. Suppose Person B has already chosen an action, and Person A must now choose their own action. Person A's choice will lead to one of two possible outcomes:

  1. If Person A chooses 'Cooperate', the outcome is (3, 3), where the first number is Person A's payoff and the second is Person B's.
  2. If Person A chooses 'Defect', the outcome is (4, 1).

Person A's satisfaction is represented by a set of indifference curves, where curves further from the origin (0,0) represent higher levels of satisfaction. The outcome (3, 3) is located on a higher indifference curve than the outcome (4, 1).

Given this information, what is Person A's best response, and why?

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Updated 2025-08-13

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