1. Suppose a logging company cuts trees from a local wood, but that nearby homeowners use the woods for hunting deer, and that the cutting of trees decreases the amount of deer the homeowners can catch. Demand for the timber is given by P= 100 – X, and the logging company's (one of many, so market outcome is P = MPC), marginal costs of cutting down the trees is MPC = 4X. Suppose that once we include the damage done to the homeowners, the marginal social costs are determined to be MSC=x² + 10. a. Suppose the logging firm owns the woods and logs all they want. How much do they produce? b. What would be the total value of the damage done to the homeowners in this case? What is the efficient level of production? с.
1. Suppose a logging company cuts trees from a local wood, but that nearby homeowners use the woods for hunting deer, and that the cutting of trees decreases the amount of deer the homeowners can catch. Demand for the timber is given by P= 100 – X, and the logging company's (one of many, so market outcome is P = MPC), marginal costs of cutting down the trees is MPC = 4X. Suppose that once we include the damage done to the homeowners, the marginal social costs are determined to be MSC=x² + 10. a. Suppose the logging firm owns the woods and logs all they want. How much do they produce? b. What would be the total value of the damage done to the homeowners in this case? What is the efficient level of production? с.
Chapter18: Asymmetric Information
Section: Chapter Questions
Problem 18.7P
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