7. Consider the game known as the Prisoner‘s Dilemma. What’s the dilemma?
a. By both not confessing, both get to the cooperative solution and minimize time in prison.
b. By both confessing, both get to the noncooperative solution and both serve significant time in prison.
c. As a group, they are better off cooperating by not confessing, but each player has an incentive to be
first to confess in a double cross.
d. The problem is that the spies should never have been caught; they should move to Rio.
8. When there is an Equilibrium (or a Nash Equilibrium), we expect that:
a. once the firm’s get there, no one will change their strategy.
b. firms will tend to select a randomized strategy.
c. neither firm will care what it does.
d. this is always a dominated strategy.
9. The Prisoner’s Dilemma involves two spies who are held in separate soundproof rooms. But even if
the two spies could communicate, what makes it difficult for them to achieve the cooperative solution
(both not confessing)?
a. The problem is their lack of information.
b. The problem is that it is a nonzero sum game.
c. The problem is that both spies have incentives to double cross each other.
d. The problem is that all the outcomes are not particularly good for either player.
10. When there is no Equilibrium (or no Nash Equilibrium), we expect that:
a. the firms end up in the cooperative strategy.
b. a firm will follow a randomized strategy.
c. a firm will not care what it does.
d. a firm will very likely have a dominant strategy.
11. In a game, a dominated strategy is one where:
a. It is always the best strategy
b. It is always the worst strategy
c. It is the strategy that is the best among the group of worst possible strategies.
d. Is sometimes the best and sometimes the worst strategy