Suppose that leather is sold in a perfectly competitive industry. The industry short-run supply curve (marginal cost curve) is P = MC = 3Q, where Q is measured in millions of hides per year. The inverse demand for leather hides is given by P = 60-7Q. a. Find the equilibrium market price and quantity sold. b. Suppose that the leather tanning releases chromium and other pollutants into local waterways. The external marginal cost is estimated to be $4 for each hide produced. Calculate the socially optimal level of output and price for the tanning industry.

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2) Suppose that leather is sold in a perfectly competitive industry. The industry short-run
supply curve (marginal cost curve) is P = MC = 3Q, where Q is measured in millions of
hides per year. The inverse demand for leather hides is given by P = 60-7Q.
a. Find the equilibrium market price and quantity sold.
b. Suppose that the leather tanning releases chromium and other pollutants into
local waterways. The external marginal cost is estimated to be $4 for each hide
produced. Calculate the socially optimal level of output and price for the tanning
industry.
Transcribed Image Text:2) Suppose that leather is sold in a perfectly competitive industry. The industry short-run supply curve (marginal cost curve) is P = MC = 3Q, where Q is measured in millions of hides per year. The inverse demand for leather hides is given by P = 60-7Q. a. Find the equilibrium market price and quantity sold. b. Suppose that the leather tanning releases chromium and other pollutants into local waterways. The external marginal cost is estimated to be $4 for each hide produced. Calculate the socially optimal level of output and price for the tanning industry.
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