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Problem: Production and Tax for Externality Exercise
The inverse demand curve associated with a product is P = 2250? 2QD, and the inverse supply curve associated with its production is P = 8QS.
1) What is the free market level of production?
2) Suppose that the marginal damages of production from this good are MD = 70. What is the socially optimal level of production? What is the deadweight loss?
3) To correct the externality, the government decides to impose a tax of t per unit sold. What should t be to achieve the social optimum?
4) Now suppose the marginal damages are not constant with MD = 5Q. Now what is the socially optimal level of production? What is the deadweight loss?
5) What tax t should the government set to achieve the social optimum if MD = 5Q?
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