Why is a law banning logging pareto optimal


Problem

Suppose there are three mutually exclusive groups in a particular state: timber company shareholders, environmentalists, and neutral parties. The numbers of each are as follows:

Shareholders 100
Environmentalists 500
Neutral parties 1,500

The total profit from logging is $8,000, which is evenly divided among shareholders. Environmentalists wish to stop all logging and are willing to pay $25 each to do so. Neutral parties are uninterested in this debate.

(a) Is a law banning logging Pareto optimal? Is it Kaldor-Hicks efficient?

(b) Suppose that loggers would be fully compensated if logging were prohibited, but this would require raising tax revenue of $8,000 and paying it to shareholders. For each of the following scenarios, state whether a law banning logging, coupled with compensation, is Pareto optimal, and whether it is Kaldor-Hicks efficient:

(i) The tax is assessed equally on both environmentalists and neutral parties;
(ii) The tax is assessed only on environmentalists.

The response should include a reference list. Double-space, using Times New Roman 12 pnt font, one-inch margins, and APA style of writing and citations.

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Macroeconomics: Why is a law banning logging pareto optimal
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