Suppose there are two polluting industries located in a city. In the business-as-usual outcome, industry #1 emits
Question:
Suppose there are two polluting industries located in a city. In the business-as-usual outcome, industry #1 emits 20 units of pollution and industry #2 emits 20 units of pollution. If industry #1 reduces units of pollution from their business-as-usual level, they incur the following total abatement costs: TAC1(x1) = (1/2) x1^2
If industry #2 reduces units of pollution from their business-as-usual level, their total abatement cost is: TAC2(x2) = (1/4)x2^2
If a uniform standard is utilized to achieve an aggregate reduction of 24 tons of emissions, how much will each firm abate?
What is the cost-effective allocation of pollution control responsibility for Industry 1?
What is the cost-effective allocation of pollution control responsibility for Industry 2?
If this quantity of abatement is achieved through a tax, what will the tax be?