A) There is always only one possible outcome.
B) Noncooperative equilibriums are always negative-negative outcomes.
C) There may be several stable outcomes.
D) A dominant strategy must be present to reach a stable equilibrium.
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Multiple Choice
A) One player makes an offer and the other player can choose to either accept or reject.
B) One player makes an offer and the other player can choose whether to accept or make a counteroffer.
C) Both players make offers in a repeated sequential game.
D) A moderator makes an offer to each player, after which they can choose to play the game or not.
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Multiple Choice
A) LG advertises and Samsung does not advertise.
B) Samsung advertises and LG does not advertise.
C) Both LG and Samsung advertise.
D) Neither LG nor Samsung advertises.
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Multiple Choice
A) defect in the next round.
B) renegotiate.
C) cooperate and convince the opponent to follow.
D) collude.
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Multiple Choice
A) $2 million.
B) −$1 million.
C) −$2 million.
D) $0 million.
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Multiple Choice
A) be used to change players' payoffs to encourage cooperation.
B) allow players to reach a mutually beneficial equilibrium that would otherwise be difficult to maintain.
C) result in a positive-positive outcome.
D) All of these statements are true.
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Multiple Choice
A) Rules
B) Chance events
C) Dice
D) Cards
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Multiple Choice
A) decision tree
B) decision matrix
C) flowchart
D) graph
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Multiple Choice
A) A predictable outcome
B) Payoffs
C) Full information
D) A game master
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Multiple Choice
A) most advantageous in a prisoner's dilemma-type game.
B) very important in one-round sequential games.
C) likely to lead to a positive-positive outcome.
D) None of these statements are true.
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Multiple Choice
A) has a dominant strategy to charge a high price.
B) does not have a dominant strategy.
C) will reach an optimum outcome by acting in its own self-interest.
D) has a dominant strategy to charge a low price.
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Multiple Choice
A) define the actions that are allowed.
B) need to be loosely adhered to in order to predict an outcome.
C) define the winners.
D) outline the wrong choices that could be made.
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Multiple Choice
A) payoff equal to the one that could have been reached without a commitment strategy.
B) cooperative equilibrium that would provide maximum payoffs to all players.
C) payoff that would have been out of reach without a commitment strategy.
D) negative-negative outcome that would provide minimal payoffs to all players.
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Multiple Choice
A) finding an optimal strategy in a sequential game.
B) analyzing decisions in a prisoners' dilemma-type game.
C) finding an optimal strategy in a simultaneous game.
D) Backward induction is not useful in any of these situations.
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Multiple Choice
A) a sequential game.
B) a one-time game.
C) a cooperative game.
D) an ultimatum.
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Multiple Choice
A) Firm 1 and Firm 2 will both invest.
B) Firm 1 will invest and Firm 2 will not invest.
C) Firm 1 will not invest and Firm 2 will invest.
D) Neither Firm 1 nor Firm 2 will invest.
Correct Answer
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Multiple Choice
A) charge a high price.
B) leave the market.
C) charge a low price.
D) give an ultimatum.
Correct Answer
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Multiple Choice
A) Joe will put forth high effort and Sarah will put forth low effort.
B) Joe will put forth low effort and Sarah will put forth high effort.
C) Joe and Sarah will both put forth low effort.
D) Joe and Sarah will both put forth high effort.
Correct Answer
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Multiple Choice
A) how others will respond
B) what the wants and constraints of those involved are
C) what the trade-offs are
D) why everyone isn't already doing it
Correct Answer
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Multiple Choice
A) Firm 1 and Firm 2 invest.
B) Firm 1 invests and Firm 2 does not invest.
C) Firm 1 does not invest and Firm 2 invests.
D) Firm 1 and Firm 2 do not invest.
Correct Answer
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