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COASE THEOREM: A policy proposition, developed by Ronald Coase, that pollution and other externalities can be efficiently controlled through voluntary negotiations among the affected parties (polluters and those harmed by pollution). A key to the Coase theorem is that many pollution problems involve common-property goods that have no clear-cut ownership or property rights. With clear-cut property rights, "owners" would have the incentive to achieve an efficient level of pollution. This theorem states that it doesn't matter who receives the property rights, so long as someone does. Pollution can be reduced through voluntary negotiation by assigning private property rights to common-property resources. If common-property resources are privately owned, a market in property rights can be established. Owners then have the incentive to protect the quality of their resources.
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KINKED-DEMAND CURVE ANALYSIS An analysis using the kinked-demand curve to explain rigid prices often found with oligopoly. The kinked-demand curve contains two distinct segments--one for higher prices that is more elastic and one for lower prices that is less elastic. Key to this analysis is that the corresponding marginal revenue curve contains three segments--one associated with the more elastic segment, one associated with the less elastic segment, and one associated with the kink. A profit-maximizing firm can then equate marginal cost to a wide range of marginal revenue values along the vertical segment of the marginal revenue curve. This suggests that marginal cost must change significantly before an oligopolistic firm is inclined to change price.
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GREEN LOGIGUIN
[What's This?]
Today, you are likely to spend a great deal of time looking for the new strip mall out on the highway seeking to buy either a pair of gray heavy duty boot socks or a 50-foot blue garden hose. Be on the lookout for crowded shopping malls.
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This isn't me! What am I?
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In the late 1800s and early 1900s, almost 2 million children were employed as factory workers.
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"Anything's possible. You can be told you have a 90% chance or a 50% chance or a 1% chance, but you have to believe, and you have to fight. " -- Lance Armstrong, cyclist
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BA
Bank Acceptance
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