Multiple Choice

Two software developers, Priya and Quentin, are deciding independently whether to contribute to a 'New Feature' or 'Fix Bugs' for their shared project. The outcomes are represented as points on a graph, where the coordinates are (Priya's payoff, Quentin's payoff). Priya's satisfaction, or utility, is higher for outcomes that are further to the right on the graph (i.e., have a larger first coordinate).

The possible outcomes are:

  • (Priya: New Feature, Quentin: New Feature) at point (5, 5)
  • (Priya: New Feature, Quentin: Fix Bugs) at point (2, 8)
  • (Priya: Fix Bugs, Quentin: New Feature) at point (6, 2)
  • (Priya: Fix Bugs, Quentin: Fix Bugs) at point (3, 3)

If Quentin has already decided he will work on the 'New Feature', what is Priya's best response to maximize her own payoff?

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Updated 2025-08-11

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