The Government of La La Land wants to regulate Sulphur Dioxide (SO2) emissions in the province. It hires a team of professionals to calculate the costs of various policies to regulate SO2 emissions. The team comes up with the following estimates of the aggregate marginal abatement cost and the marginal damage functions associated with SO2 emissions in the province:

a. What is the economically efficient level of SO2 emissions? b. What is the total abatement cost at this level under a command-and-control policy? c. What is the total abatement cost at this level under an emissions tax policy? d. What is the total damage at this level under a command-and-control policy? e What is the total damage at this level under an emissions tax policy? f. What is the total tax burden at this level under a command-and-control policy? g. What is the total tax burden at this level under an emissions tax policy? h. What is the difference in the total costs (abatement, damages, and tax) at this level between a command-and-control policy and an emissions tax policy?

C' = 2000Q4 D' = 30000 where the marginal abatement cost (C') and the marginal damage of SO2 emissions are measured in Rs/ton/year, Q4 is the quantity of emissions abated, and QF is the quantity of emissions. Currently, the unregulated amount of SO2 emissions is 10 tons/year. C' = 2000Q4 D' = 30000 where the marginal abatement cost (C') and the marginal damage of SO2 emissions are measured in Rs/ton/year, Q4 is the quantity of emissions abated, and QF is the quantity of emissions. Currently, the unregulated amount of SO2 emissions is 10 tons/year