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Microeconomics Study Set 23
Quiz 8: Profit Maximization and Competitive Supply
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Question 141
Multiple Choice
The long-run supply curve in a constant-cost industry is linear and:
Question 142
Multiple Choice
Following Example 8.8 in the book, the long-run supply of rental housing in most U.S. communities is more inelastic than the long-run supply of owner-occupied housing. Why?
Question 143
Essay
The long-run cost function for LeAnn's telecommunication firm is:
A local telecommunication tax of $0.01 has been implemented for each unit LeAnn sells. This implies the marginal cost function becomes:
If LeAnn can sell all the units she produces at the market price of $0.70, calculate LeAnn's optimal output before and after the tax. What effect did the tax have on LeAnn's output level? How did LeAnn's profits change?
Question 144
Essay
In the long-run equilibrium of a competitive market, the market supply and demand are: Supply: P = 30 + 0.50Q Demand: P = 100 - 1.5Q, where P is dollars per unit and Q is rate of production and sales in hundreds of units per day. A typical firm in this market has a marginal cost of production expressed as: MC = 3.0 + 15q. a. Determine the market equilibrium rate of sales and price. b. Determine the rate of sales by the typical firm. c. Determine the economic rent that the typical firm enjoys. (Hint: Note that the marginal cost function is linear.) d. If an output tax is imposed on ONE firm's output such that the ONE firm has a new marginal cost (including the tax) of:
what will the firm's new rate of production be after the tax is imposed? How does this new production rate compare with the pre-tax rate? Is it as expected? Explain. Would the effect have been the same if the tax had been imposed on all firms equally? Explain.
Question 145
Multiple Choice
Suppose the market demand curve is perfectly elastic in an increasing-cost industry. If an output tax of t per unit is imposed on all producers of the good, what happens to the market equilibrium outcome?