ECON-1006EL Study Guide - Final Guide: Marginal Utility, Marginal Cost, Allocative Efficiency

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Melaina Tucker
Dr. Byron Eastman
ECON 1006
April 4, 2018
Optimal Level of Pollution
Pollution can be described as contamination to air, land, and/or water by harmful
substances. In economics, there is an optimal level of pollution, and surprisingly that number is
not zero. It would not be allocative efficient to eliminate all pollution, meaning not every good
or service would be produced where the last unit provides a marginal benefit that is equal to
the marginal cost of producing to its consumers. In graph, rather than showing the total
amount of pollution produced, the amount of pollution abatement is shown. Pollution
abatement is the reduction of pollution by advanced equipment and technology. Therefore, the
graph will show a positive relationship; with the increased dollars spent, the more pollution
abatement, which means the less overall pollution.
The optimal level of pollution abatement is described when the marginal cost of
reducing pollution is equal to the marginal benefits of reducing pollution. The marginal benefit
is the additional benefit that arises from a one unit increase in an activity and the marginal cost
is the additional cost that arises from producing one additional unit. The marginal cost of
reducing pollution is small at low levels of lessening, but after a certain point it rises rapidly. The
reasoning behind the behavior of the gradually increasing curve is due to increasing marginal
costs and the degree of difficulty for different firms. Smaller steps to reduce pollution will be
less costly and newer firms typically were built environmentally friendly, therefore will cost
these firms less. The marginal benefit of abating is a downward sloping curve, showing the
demand for abatement while reflecting the marginal benefit of pollution abatement. The
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Document Summary

Pollution can be described as contamination to air, land, and/or water by harmful substances. In economics, there is an optimal level of pollution, and surprisingly that number is not zero. It would not be allocative efficient to eliminate all pollution, meaning not every good or service would be produced where the last unit provides a marginal benefit that is equal to the marginal cost of producing to its consumers. In graph, rather than showing the total amount of pollution produced, the amount of pollution abatement is shown. Pollution abatement is the reduction of pollution by advanced equipment and technology. Therefore, the graph will show a positive relationship; with the increased dollars spent, the more pollution abatement, which means the less overall pollution. The optimal level of pollution abatement is described when the marginal cost of reducing pollution is equal to the marginal benefits of reducing pollution.

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