Suppose that the long-run total cost function for the typical
mushroom producer is given by:
TC=wq2 -10q+100
Where q represents the output of the typical firm and w represents
the hourly wage rate mushroom pickers. The market for mushrooms is
perfectly competitive. Suppose also that the demand for mushrooms
is given by
Q= -1000p+35,000
Where Q is the total quantity demand and P is the market price of
mushrooms.
1. If the wage rate for mushroom pickers is $4.00, what will be the long-run equilibrium output for the typical mushroom picking firm? (15 Points)
Suppose that the long-run total cost function for the typical mushroom producer is given by: TC=wq2...
1. Suppose the typical firm in a perfectly competitive industry has the following long-run total TC 240Q-6Q2 +0.08Q3 What is the long-run price for product Q?
A representative firm with long-run total cost given by TC = 2,000 + 20q + 5q2 operates in a competitive industry where the market demand is given by QD = 10,000 – 40P. Find the long-run equilibrium output of the individual firm. Find the long-run equilibrium price. Find the long-run equilibrium output of the industry.
12. (Perfect Competition) The demand for a media art is given by Q=1,500-80p The long-run total costs for each firm is composed of wages for media artists and other operation costs. Each firm hires only one media artist regardless of output -25 1 a function of output, given by levels. Other operation costs are Q. 4 25 Q+ w,where w denotes the 4 Therefore, the long-run total cost is m+-0-0 wage for a media artist. The supply curve of media...
Suppose that a firm has a short run, total cost function given by: TC= 1089 +10q +9q2. 1. Determine the profit-maximizing quantity of production when price is $244. _____________________________________ q= 13 2. Calculate the price at which this firm breaks even (i.e. profit = $0). _____________________________________ $208 3. Calculate the price at which this firm shuts down in the short run. _____________________________________ $10 The answers are given but can you show how to get them step by step.
The canola oil industry is perfectly competitive. Every producer has the following total cost function: LTC = 2Q3 – 15Q2 + 40Q, where Q is measured in tons of canola oil. The corresponding marginal cost function is given by LMC = 6Q2 – 30Q + 40. a. In long-run equilibrium, how much will each firm produce? b. What is the long-run equilibrium price? c. Suppose that the market demand for canola oil is given by Q = 999 – 0.25P....
Numerical Example A representative firm is operating in a perfectly competitive industry. The firm’s total cost, TC, is given by the equation TC = 50 + 5q2 , where q is output. Based on this equation, the marginal cost, MC, is 10q. 1. If the output price is $100, what is the short-run profit-maximizing output? 2. How much profit does this firm make at that level of output? 3. What do you expect to happen in the market in the...
[1] A perfectly competitive aluminum producer is currently producing a quantity where the market price is $0.67 per pound (i.e., 67 cents per pound), average total cost is $0.70, and average variable cost of $0.60 (which corresponds to the minimum point on the average variable cost curve). Would you recommend this firm expand output, contract output, or shut down in the short-run? Provide a graph to illustrate your answer. [2] Suppose the local crawfish market is perfectly competitive, with the...
Econ 308 Fall 2019 Assignment 5 Deadline: Tuesday, Dec. 10th, 2019 1. Suppose a firm's total cost function is given by TC = 6,000 + 20 +0.250, where MC- 2 +0.50 a. What is the output level that minimizes total cost? b. What is the output level that minimizes average total cost? 2. A perfectly competitive industry in long-run equilibrium comprises 200 identical firms. In one of the firms, the workers unionize and receive a 20% wage increase. What happens...
Suppose that the market for laptops is perfectly competitive. These companies are identical with their long-run cost functions for a full day of keyboarding given by: TC(Q) = 6Q3-30Q2+200Q Market Demand is: Qd = 8,000 - 20P a. Find the long-run equilibirum price in this industry b. Use market demand to find the equilibrium total industry output. c. Find the equilibrium number of firms.
The total and marginal cost functions for a typical sub-bituminous coal producer are: T C = 75, 000 + 0.1Q 2 MC = 0.2Q where Q is measured in railroad cars per year. The industry consists of 55 identical producers. The market demand curve is: QD = 140, 000 − 425P where P is the price per carload. The market can be regarded as competitive. (a) Calculate the short run equilibrium price and quantity in the market. Calculate the quantity...