This problem asks you to analyze environmental quality as a public good, but using a slightly different approach than was used in the class example. In class we measured environmental quality by the percent abated (20%, 60% etc), this time we will measure environmental quality in terms of the quantity of pollution abated. I ask you to go into some detail about your calculations, to illustrate your understanding intuitively and technically.
The Valley of Grimes is inhabited by three people and a strange natural formation that pollutes the air with sulfur dioxide (SO2). Air quality is measured in terms of the concentration of SO2 per cubic meter of air, expressed as μg/m3, where μg is a microgram, or one-millionth of a gram, and m3 represents cubic meters. The Valley of Grimes currently experiences an ambient air quality for SO2 of 1500 μg/m3 per time period.
Assume the three individuals (1, 2, and 3) value pollution abatement (A) according to the following identical marginal private benefit (marginal willingness-to-pay, Pi) schedules:
P1 = 60 - (A/10)
P2 = 60 - (A/10)
P3 = 60 - (A/10)
where A is micrograms per cubic meter (μg/m3) of SO2 abated
Pi is $ per μg/m3
Assume the marginal (social) cost of reducing ambient SO2 is constant at $30 per μg/m3, that is MSC = $30, drawn as a horizontal line.
Your diagrams will have $ per unit abated on the vertical axis and quantity of pollution abated (A) on the horizontal axis.
above--is air quality a public good or a private good? Discuss your logic.
This problem asks you to analyze environmental quality as a public good, but using a slightly...
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