ECON.TODAY (COMPLETE)-TEXT ONLY
ECON.TODAY (COMPLETE)-TEXT ONLY
18th Edition
ISBN: 9780133882285
Author: Miller
Publisher: PEARSON
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Chapter 27, Problem 2FCT
To determine

Why city government think that they gain from imposing restrictions of usage of plastic bags.

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From the perspective of economists which statement is true:  1.) Benefits estimates for an environmental regulation that will reduce risks to human life probably should depend on the income levels of the people who will be affected by the regulation, despite political pressures to use the identical number for everyone, regardless of their income level.   2.)None of the other statements is correct.   3.) It is wrong to use willingness to pay as a measure of the benefits from a regulation to reduce environmental mortality risks. Rich people will be willing to pay more than poor people for the same reduction in risks. If the cost of the regulation is high, it is possible that the estimated net benefits from the project will be positive for a rich community but negative for a poor community, so only the rich community will get the protection.   4.) Suppose a specific type of environmental regulation, intended to reduce mortality risks, passes a benefit-cost test in the U.S. Then…
Environmental regulation was discussed for cases in which the market is unable to price risk correctly. In those cases, regulatory agencies are often tasked with evaluating risk and with administrating any regulations imposed. What does Public Choice Theory suggest might be the outcome of these bureaucratic processes in terms of the optimal level of regulation? Why?
Suppose that the inverse market demand curve for cloth is p = 150 - 2Q, the private marginal cost (unregulated competitive market supply) is = 75 + Q, and the private marginal damage from pollution is  = 2Q. What is the unregulated competitive equilibrium quantity and price?  What is the social marginal cost of production and social equilibrium quantity and price?  What specific tax t (per unit) would result in the social optimum?
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