Exam 14: Oligopoly and Monopolistic Competition
Exam 1: Introduction43 Questions
Exam 2: Supply and Demand226 Questions
Exam 3: A Consumers Constrained Choice129 Questions
Exam 4: Demand123 Questions
Exam 5: Consumer Welfare and Policy Analysis73 Questions
Exam 6: Firms and Production111 Questions
Exam 7: Costs132 Questions
Exam 8: Competitive Firms and Markets112 Questions
Exam 9: Properties and Applications of the Competitive Model101 Questions
Exam 10: General Equilibrium and Economic Welfare108 Questions
Exam 11: Monopoly and Monopsony141 Questions
Exam 12: Pricing and Advertising91 Questions
Exam 13: Game Theory84 Questions
Exam 14: Oligopoly and Monopolistic Competition114 Questions
Exam 15: Factor Markets115 Questions
Exam 16: Uncertainty103 Questions
Exam 17: Property Rights, externalities, rivalry, and Exclusion105 Questions
Exam 18: Asymmetric Information85 Questions
Exam 19: Contracts and Moral Hazards79 Questions
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Which of the following will facilitate the enforcement of a cartel?
(Multiple Choice)
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Suppose the demand for pizza in a small isolated town is p = 10 - Q.There are only two firms,A and B,and each has a cost function TC = 2 + Q.Compare the firms' profits if they behave as Cournot duopolists with their profits if they form a cartel and share the market.
(Essay)
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Incumbents are unaffected by fixed costs of entry while potential entrants are affected by them because
(Multiple Choice)
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In a Bertrand model,if one firm has a dominant strategy,its best-response function
(Multiple Choice)
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Perfect competition and monopolistic competition are similar in that both market structures include
(Multiple Choice)
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As the number of firms increases in a market,the differences between the Cournot,Stackelberg,and price-taking market structures
(Multiple Choice)
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In a Bertrand model with identical firms and a non-differentiated product,price will increase in response to
(Multiple Choice)
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What strategic advantage compared to a Cournot Oligopoly results in the Stackelberg outcome?
(Multiple Choice)
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For the following, please answer "True" or "False" and explain why.
-Cartels are inherently self-destructive because each member firm has the incentive to cheat on the cartel agreement.
(True/False)
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Suppose the demand for pizza in a small isolated town is p = 10 - Q.The only two firms,A and B,behave as Cournot duopolists.Each has a cost function TC = 2 + Q.If the government wants to subsidize firm A to raise its output to that of a Stackelberg leader,how large should the subsidy be?
(Essay)
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For the following, please answer "True" or "False" and explain why.
-The ability to set a price greater than marginal cost guarantees an economic profit for the monopolistic competitor (assuming P > AC).
(True/False)
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If only two identical firms operate in a market,consumers prefer
(Multiple Choice)
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-The above figure shows the reaction functions for two pizza shops in a small isolated town.The Stackelberg leader will produce
(Multiple Choice)
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If a Cournot duopolist announced that it will double its output,the other firm does not view the announcement as credible because
(Multiple Choice)
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-The above figure shows the reaction functions for two pizza shops in a small isolated town.Compare the Cournot,Stackelberg,cartel,and competitive equilibria in terms of total output and welfare.
(Essay)
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Which of the following is a necessary condition for government subsidies to influence a firm to choose an output level as if it were a Stackelberg leader?
(Multiple Choice)
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Suppose Ralph sells bento lunches which have the following demand:
pR = 100 - qR - 0.5qD
where pR is the price of Ralph's bentos and qR is the number of bentos Ralph sells.qD is the number of bentos Ralph's rival Dave sells.Dave's demand is given by:
pR = 100 - qD - 0.5qR
where pD is the price Dave can sell his bentos for.Suppose each seller has a cost per unit (average and marginal)of $1.
a.How does this game differ from the Cournot model with identical products? Why do the demand curves indicate that the goods are differentiated - not perfect substitutes for one another?
b.Compute the best response functions for each seller and the Nash Equilibrium outputs and prices.
(Essay)
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Two firms compete in a market by selling imperfect substitutes.The demand equations are given by the following equations:
Q₁ = 50 - p₁ + p₂
Q₂ = 50 - p₂ + p₁
For now,assume that each firm has a marginal cost and average cost of 0.
a.From the equations,how can you tell these goods are substitutes.How can you tell they are imperfect substitutes?
b.Suppose the firms compete by simultaneously choosing price.Fine the best response function of each firm as a function of the other firm's price.
c.Compute the equilibrium price and quantity for each firm.
d.Suppose firm 1 (and only firm 1)had a marginal and average cost of $10.How would the equilibrium change? How does this compare to the Bertrand result when the firms sell perfect substitutes?
(Essay)
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