When the rate of output is at the socially efficient level,the total willingness to pay is as large as possible.
At the socially efficient level of output net social value which is equal to total WTP minus total costs is as large as possible.
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Q3: In the following figure the net social
Q4: In the following figure,social MWTP equals private
Q5: When production results in environmental degradation, private
Q6: In the case of open access resources
Q7: Suppose the marginal willingness to pay for
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Q11: Suppose demand for a public park (assume
Q12: If social values are not reflected in
Q13: _ cause private and social marginal cost
Q13: The following equations represent the MWTP function
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