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In each of the cases below, state whether one of the conditions for economic efficiency is violated. “Uncertain” is an acceptable response. If one of the efficiency conditions is violated, indicate which one and whether the resources in question are overused or underused.

 a. The Rapid Transit District charges reduced bus fares to its senior citizens.

 b. There is a limit to the number of people who can legally immigrate to the United States from India per year.

 c. Some neighborhood families do not regularly mow their lawns.

 d. The market for hot dogs is perfectly competitive. Michael Jordan’s consumption of a hot dog leaves fewer hot dogs available for the rest of the world.

 e. The Federal Trade Commission provides free pamphlets helping potential used car buyers identify whether a car’s odometer has been rolled back.

 f. A per-unit tax is applied to clothing in the context of a two-good (food-and-clothing), two-input (labor-and-capital) economy.

 g. A selective minimum wage is imposed by the government on labor employed in clothing production in the context of a two-good (food-and-clothing), two-input (labor-and-capital) economy.

 
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Suppose that in the preceding problem drug producers invent another production process that discharges no waste and can be used at a constant cost of 10.6 cents per dose.

 a. What will the price and output of the miracle drug be if the tax advocated in part (c) of the preceding problem is imposed?

 b. What will the price and output be if the no-discharge process had a cost of 11.4 cents per dose?

 c. Suppose that the production cost under the new process rises to 13 cents per unit and producers are forbidden to use the original waste-discharging process. What price and output will result? By the economist’s criteria, are there appropriate amounts of obesity cures and pollution? What is the deadweight loss, if any, that results? Give both numerical and graphical answers.

 
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A miracle drug that cures obesity is developed and produced competitively at a constant cost to producers of 10 cents per dose. The companies that produce the drug, however, discharge chemical wastes resulting from the production process into the nation’s rivers. The damage to the economy in terms of reduced commercial and recreational use of the waterways is estimated to be 1 cent per dose. The social demand for the drug is Q = 1,000,000 − 10,000P, where Q indicates the number of doses produced and P is the price per dose measured in cents.

a. How much of the miracle drug is produced? At what price? Give both numerical and graphical answers.

b. An economist testifies before Congress that obesity cures are being overproduced and sold too cheaply. What price and quantity do you think the economist would advocate? What is she likely to estimate as the cost to the economy of the supposed overproduction? Give numerical and graphical answers.

 c. The economist argues that a tax should be placed on every unit of output that is accompanied by a waste discharge. What size tax per unit of output would an efficiency-seeking economist advocate? With this tax, what would the price and output be for the miracle drug? Give both numerical and graphical answers.

 
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 The defense services provided by submarines are a public good. Suppose that the equation relating the marginal benefit Ted derives from the quantity of submarines produced (Q) is MB = 600 − 10Q. The equation relating the marginal benefit Jane derives from submarines is MB = 400 − 10Q. The marginal cost of producing each submarine is a constant $400.

 a. If Ted and Jane are the only two individuals who benefit from the defense services provided by submarines, what is the efficient output of submarines?

 b. Without any coordination between Ted and Jane and/or government intervention, what will be the output of submarines? Explain your answer. What will be the size of any resulting inefficiency?

 c. Suggest a taxing scheme to ensure the attainment of efficiency in the provision of submarines.

 d. Suppose that the defense services afforded by submarines are still nonrival in consumption but that the cost of excluding a demander is zero. If submarines are produced by a monopolist practicing third-degree price discrimination (that is, a producer that charges different prices to different demanders), what will be the profit-maximizing output and price that the monopolist will charge Ted and Jane? How does your answer compare to that in part a?

 
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