18) In a prisoners’ dilemma game, which of the following strategies gives the best outcome for
both prisoners?
A) Both deny (collusion).
B) Both confess (not collude).
C) One confesses while the other denies.
D) none of the above
19) In a prisoners’ dilemma game, in the Nash equilibrium
A) both players have another outcome that does not occur but is more favorable.
B) neither player has another outcome that does not occur and is more favorable.
C) one player has another outcome that does not occur and is more favorable.
D) collusion would not alter the outcome.
20) The prisoners’ dilemma has an equilibrium that is
A) a Nash equilibrium and both players confess.
B) not a Nash equilibrium and both players confess.
C) a Nash equilibrium and both players deny.
D) not a Nash equilibrium and both players deny.
21) Ann and Lynn have been arrested by the police, who have evidence that will convict them of
robbing a bank. If convicted, each will receive a sentence of 6 years for the robbery. During
questioning, the police suspect that Ann and Lynn are responsible for a series of bank robberies.
If both confess to the series, each will receive 12 years in jail. If only one confesses, she will
receive 4 years and the one who does not confess will receive 14 years. What is the equilibrium
for this game?
A) Both confess.
B) Ann confesses and Lynn does not confess.
C) Lynn confesses and Ann does not confess.
D) Neither confess.