The demand curve and supply curve for carpet cleaning in the local market are currently as follows: Demand: Q = 1,000 - 1OP Supply: Q = 640 + 2P The total cost function for the typical carpet cleaning company is: TC= 75 + 3q2 (so that FC=75, VC=3q2 and MC= 6q), where costs are measured in dollars and q is output per year. The market is perfectly competitive. First question how do I calculate the optimal output for the typical carpet cleaning firm in the short run and how many firms would operate in the market in the short run? Second, how would I compute operating profits and total profits for the typical firm in the short run. Based on the results so far, would you say that this market is at the long-run equilibrium?

Microeconomics: Private and Public Choice (MindTap Course List)
16th Edition
ISBN:9781305506893
Author:James D. Gwartney, Richard L. Stroup, Russell S. Sobel, David A. Macpherson
Publisher:James D. Gwartney, Richard L. Stroup, Russell S. Sobel, David A. Macpherson
Chapter9: Price Takers And The Competitive Process
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The demand curve and supply curve for carpet cleaning in the local market are currently as follows: Demand: Q = 1,000 - 1OP

Supply: Q = 640 + 2P

The total cost function for the typical carpet cleaning company is: TC= 75 + 3q2 (so that FC=75, VC=3q2 and MC= 6q), where costs are measured in dollars and q is output per year. The market is perfectly competitive.

First question how do I calculate the optimal output for the typical carpet cleaning firm in the short run and how many firms would operate in the market in the short run?

Second, how would I compute operating profits and total profits for the typical firm in the short run. Based on the results so far, would you say that this market is at the long-run equilibrium?

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