Scenario: Consider the Following Non-Cooperative, Simultaneous-Move Game Where Each Player

Multiple Choice

Scenario: Consider the following non-cooperative, simultaneous-move game where each player knows her own and her opponent's payoffs. This game is called the dating dilemma. Hayley and Jack are a couple deciding what to do on a Saturday afternoon in the summer. Hayley wants to go to the Museum of Modern Art (MoMA) , while Jack wants to go to a New York Mets game. Neither Jack nor Hayley will derive any benefit from going to their preferred activity without their partner. The payoff matrix for this game is presented below.

-Refer to the scenario above.Suppose Hayley and Jack face this quandary repeatedly.What might each individual do when faced with repeated play of this game?

A) Always choose their own preferred activity
B) Always choose their partner's preferred activity
C) Randomize their choice of their own and their partner's preferred activities
D) None of the above