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The table below shows the demand for pollution permits to emit hydrocarbons in a particular industrial park which are sold by the government.Each permit allows the owner to release 1 tonne of pollutants into the atmosphere.
a)If no fee for a pollution permit were charged,and assuming a straight-line demand curve,what quantity of pollutants would be discharged into the atmosphere?
b)Suppose government were to set a fee of $6 per permit.What quantity of pollutants would now be dumped and what would be the revenue of government.
c)Suppose that new technology allows for a significant reduction in hydrocarbons at a relatively low cost so that the demand for permits drops by 500 tonnes.Assuming that government holds the permit fee at $6,what quantity of pollutants would now be dumped,and what would be the total revenue received by government?
d)After the change of demand in c),what would happen if instead of maintaining the fee at $6,government wants to maintain the same level of pollutants as in b).What fee would have to be charged and what would be the new revenue?
Confidence Interval
A breadth of numerical ranges, derived from samples' statistical outputs, presumed to enclose an unknown population parameter value.
Significance
A statistical concept indicating the likelihood that an observed effect or relationship is not due to chance, often demonstrated by a p-value.
Null Hypothesis
In statistical testing, the default hypothesis that there is no effect or no difference, and any observed effect is due to chance.
LCL
Lower Control Limit, a statistical measure in quality control processes that defines the lower threshold acceptable for variation.
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