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The Condorcet voting paradox shows that outcomes based on dictatorial preferences do not always obey the property of transitivity.

A) True
B) False

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Experiments show that when real people play the ultimatum game,starting with $100,


A) Player A usually proposes giving Player B more than $50.
B) Player B usually accepts Player A's proposal if Player A proposes giving Player B $30 or $40.
C) players show themselves to be rational wealth-maximizers.
D) Both B and C are correct.

E) A) and D)
F) A) and C)

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Table 22-2 The citizens of Paradoxopolis will decide whether to build a new school, build a new park, or build a new road. Exactly one of the three choices will prevail, and the choice will be made by way of pairwise voting, with the majority determining the outcome on each vote. The preferences of the voters are summarized in the table below. Table 22-2 The citizens of Paradoxopolis will decide whether to build a new school, build a new park, or build a new road. Exactly one of the three choices will prevail, and the choice will be made by way of pairwise voting, with the majority determining the outcome on each vote. The preferences of the voters are summarized in the table below.    -Refer to Table 22-2.If the citizens of Paradoxopolis use a Borda count,rather than pairwise majority voting,to decide what to build,then they will build a new A) school. B) park. C) road. D) None of the above is correct; a Borda count fails to produce a winner in this instance. -Refer to Table 22-2.If the citizens of Paradoxopolis use a Borda count,rather than pairwise majority voting,to decide what to build,then they will build a new


A) school.
B) park.
C) road.
D) None of the above is correct; a Borda count fails to produce a winner in this instance.

E) A) and D)
F) A) and C)

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An implication of the median voter theorem is that Republicans and Democrats will try to align their views with those of the median voter.

A) True
B) False

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The 2001 Nobel prize in economics was awarded to George Akerlof,Michael Spence,and Joseph Stiglitz for their work on


A) asymmetric information.
B) monopoly.
C) oligopoly and monopolistic competition.
D) labor markets.

E) A) and B)
F) B) and D)

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The classic example of moral hazard is the


A) market for used cars.
B) market for new houses.
C) relationship between a buyer and a seller.
D) relationship between a worker and his employer.

E) All of the above
F) A) and B)

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Moral hazard is a problem that arises when


A) an agent performs a task on behalf of a principal.
B) a principal performs a task on behalf of an agent.
C) a moral person trusts an immoral person to perform a task for him.
D) an immoral person bribes a moral person to perform a task for him.

E) None of the above
F) A) and B)

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In his 1951 book,Social Choice and Individual Values,Kenneth Arrow used the term "unanimity" to mean


A) A beats B only if everyone prefers A to B.
B) if everyone prefers A to B, then A beats B.
C) if A beats B and B beats C, then A must best C.
D) everyone who is eligible to vote must vote; otherwise, the outcome is invalid.

E) B) and D)
F) B) and C)

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Severe adverse-selection problems may result in


A) too few good used cars being offered for sale.
B) wages that are too low relative to equilibrium levels.
C) too many good drivers buying too much automobile insurance.
D) people with average health buying too much health insurance.

E) B) and D)
F) None of the above

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Conventional economic theory suggests that in the ultimatum game,the player proposing a split of $100 will propose that she get $99 and that the other player get $1.By the same reasoning,if the amount to be split is $200,the player proposing the split will propose that she gets


A) $100 and that the other player gets $100.
B) $198 and that the other player gets $2.
C) $199 and that the other player gets $1.
D) $200 and that the other player gets nothing.

E) A) and C)
F) B) and C)

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Table 22-1 Three longtime friends-Sam, Diane, and Cliff-are deciding how they will spend their Saturday evening. They all agree that they should do one of three things: go to a movie, go to a concert, or go out to dinner. They also agree that they will have two pairwise votes to determine how to spend their evening, with the majority determining the outcome on each vote. The first, second, and third choices for each person are as indicated in the table below. Table 22-1 Three longtime friends-Sam, Diane, and Cliff-are deciding how they will spend their Saturday evening. They all agree that they should do one of three things: go to a movie, go to a concert, or go out to dinner. They also agree that they will have two pairwise votes to determine how to spend their evening, with the majority determining the outcome on each vote. The first, second, and third choices for each person are as indicated in the table below.    -Refer to Table 22-1.Which of the following statements is correct? A) In a pairwise election,  concert  beats  movie.  B) In a pairwise election,  dinner  beats  concert.  C) In a pairwise election,  movie  beats  dinner.  D) All of the above are correct. -Refer to Table 22-1.Which of the following statements is correct?


A) In a pairwise election, "concert" beats "movie."
B) In a pairwise election, "dinner" beats "concert."
C) In a pairwise election, "movie" beats "dinner."
D) All of the above are correct.

E) All of the above
F) A) and B)

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When a potential client enters a lawyer's office,they want to observe expensive furniture and art work because


A) these items are items that the lawyer displays to new clients in an attempt to signal her quality.
B) these items are expensive and they provide a screening of the quality of the lawyer.
C) these items are an example of eliminating a moral hazard.
D) these items are a signal of the lawyer's adverse selection.

E) A) and D)
F) A) and C)

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A life insurance company requires new applicants to have a medical exam prior to writing the insurance policy.This requirement is an example of


A) signaling.
B) screening.
C) moral hazard.
D) adverse selection.

E) A) and B)
F) B) and D)

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According to the median voter theorem,majority rule will


A) always produce an inconclusive outcome.
B) produce the outcome least preferred by the median voter.
C) produce the outcome most preferred by the median voter.
D) produce an outcome that is inconsistent with transitive preferences.

E) A) and B)
F) B) and C)

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Scenario 22-5 Three candidates, Fred, Barb, and William, are running for office. There are three voters in the upcoming election: Heather, Don, and Luanne. Heather prefers Barb over Fred and Fred over William. Don prefers William over Barb and Barb over Fred. Luanne prefers Fred over Barb and Barb over William. -Refer to Scenario 22-5.If the voters were given a choice of Barb versus William first,then the winner was in a second election versus Fred,who would win?


A) Fred
B) Barb
C) William
D) There is not enough information to answer this question.

E) A) and C)
F) A) and B)

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Table 22-3 Table 22-3    -Refer to Table 22-3.The table shows the preferences of three types of voters over three possible outcomes: X,Y,and Z.In addition,the table shows the percentage of voters of each type.Based on this information,which of the following statements is true? A) As the Condorcet Paradox predicts, majority rule fails to produce transitive preferences for society. B) As Arrow's Impossibility Theorem demonstrates, it is impossible from this information to determine which outcome the voters prefer. C) The median voter theorem allows us to conclude that in a vote between X and Y, Y will win since the Type 2 voter is the median voter. D) While the Condorcet Paradox predicts that majority rule may not produce transitive preferences for society as a whole, society's preferences in this case are transitive. -Refer to Table 22-3.The table shows the preferences of three types of voters over three possible outcomes: X,Y,and Z.In addition,the table shows the percentage of voters of each type.Based on this information,which of the following statements is true?


A) As the Condorcet Paradox predicts, majority rule fails to produce transitive preferences for society.
B) As Arrow's Impossibility Theorem demonstrates, it is impossible from this information to determine which outcome the voters prefer.
C) The median voter theorem allows us to conclude that in a vote between X and Y, Y will win since the Type 2 voter is the median voter.
D) While the Condorcet Paradox predicts that majority rule may not produce transitive preferences for society as a whole, society's preferences in this case are transitive.

E) A) and B)
F) A) and C)

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Conventional economic theory assumes that people


A) care a great deal about fairness.
B) are inconsistent over time in their decisionmaking.
C) are rational.
D) are satisficers.

E) C) and D)
F) A) and C)

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When a firm pays its workers above-equilibrium wages,


A) the moral-hazard problem is always worsened as a result.
B) the adverse-selection problem is always worsened as a result.
C) it may be because efficiency-wage theories are valid.
D) the Condorcet Paradox suggests the workers will work harder than if they were paid a lower wage.

E) A) and B)
F) A) and D)

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Explain how the presence of asymmetric information in car insurance markets may lead people who are good drivers or even average drivers to choose not to buy car insurance unless the law requires it.

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Drivers (buyers and potential buyers of ...

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Table 22-6 Table 22-6    -Refer to Table 22-6.The table shows the preferences of 100 voters over three possible outcomes: X,Y,and Z.Which of the following statements is true? A) In pairwise majority voting, Y is preferred to Z, Z is preferred to X, and Y is preferred to X. B) In pairwise majority voting, X is preferred to Y, Y is preferred to Z, and X is preferred to Z. C) In pairwise majority voting, Y is preferred to Z, Z is preferred to X, and X is preferred to Y. D) In pairwise majority voting, Z is preferred to X, X is preferred to Y, and Z is preferred to Y. -Refer to Table 22-6.The table shows the preferences of 100 voters over three possible outcomes: X,Y,and Z.Which of the following statements is true?


A) In pairwise majority voting, Y is preferred to Z, Z is preferred to X, and Y is preferred to X.
B) In pairwise majority voting, X is preferred to Y, Y is preferred to Z, and X is preferred to Z.
C) In pairwise majority voting, Y is preferred to Z, Z is preferred to X, and X is preferred to Y.
D) In pairwise majority voting, Z is preferred to X, X is preferred to Y, and Z is preferred to Y.

E) A) and C)
F) All of the above

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