Exam 4: Public Goods
Exam 1: Introduction32 Questions
Exam 2: Tools of Positive Analysis21 Questions
Exam 3: Tools of Normative Analysis34 Questions
Exam 4: Public Goods35 Questions
Exam 5: Externalities39 Questions
Exam 6: Political Economy32 Questions
Exam 7: Education35 Questions
Exam 8: Cost-Benefit Analysis35 Questions
Exam 9: The Health Care Market32 Questions
Exam 10: Government and the Market for Health Care26 Questions
Exam 11: Social Security32 Questions
Exam 12: Income Redistribution: Conceptual Issues34 Questions
Exam 13: Expenditure Programs for the Poor33 Questions
Exam 14: Taxation and Income Distribution40 Questions
Exam 15: Taxation and Efficiency26 Questions
Exam 16: Efficient and Equitable Taxation33 Questions
Exam 17: The Personal Income Tax31 Questions
Exam 18: Personal Taxation and Behavior28 Questions
Exam 19: The Corporation Tax33 Questions
Exam 20: Deficit Finance31 Questions
Exam 21: Fundamental Tax Reform: Taxes on Consumption and Wealth35 Questions
Exam 22: Public Finance in a Federal System30 Questions
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Discuss and contrast the advantages and disadvantages of public highways versus toll roads.
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Some people do not engage in free riding,even when there is no cost or chance or reprisal.Discuss why?
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You have read that the free rider problem affects equilibrium in a public good context.Explain how this situation can be modeled as a prisoner's dilemma game.
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Demand curves for pure public goods satisfy the law of demand.
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Suppose there are two individuals with identical demand curves characterized by the equation P = 2 - Q.What is market demand if these demand curves are added horizontally? Vertically?
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Suppose there is a public good that has market supply characterized by the equation X = (P/3)- (32/3).Suppose further that market demand for this good can be characterized by the equation X = 25 - P.Find the equilibrium quantity of the public good that will be supplied.
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When those that do not contribute to the costs of a public good are denied use,this is a case of
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Suppose that there are only two fishermen,Zach and Jacob,who fish along a certain coast.They would each benefit if a lighthouse were built along the coast where they fish.The marginal cost of building each additional lighthouse is $150.The marginal benefit to Zach of each additional lighthouse is 90 - Q,and the marginal benefit to Jacob is 40 - Q,where Q equals the number of lighthouses.
What is the efficient number of lighthouses?
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