Exam 8: Profit Maximization and Competitive Supply

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A firm's producer surplus equals its economic profit when:

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The table below provides cost information for two firms in a competitive industry. Graph the supply curves of the firms individually and jointly. For these two firms, at any positive output level, marginal cost exceeds average variable cost. The table below provides cost information for two firms in a competitive industry. Graph the supply curves of the firms individually and jointly. For these two firms, at any positive output level, marginal cost exceeds average variable cost.

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  Figure 8.4.2 -Refer to Figure 8.4.2 above. How much is the profit lost when the farmer produces 6 sacks instead of 14 sacks? Figure 8.4.2 -Refer to Figure 8.4.2 above. How much is the profit lost when the farmer produces 6 sacks instead of 14 sacks?

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A firm never operates:

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  Figure 8.7.3 -Refer to Figure 8.7.3 above. At P = $80, the profit-maximizing output in the short run is: Figure 8.7.3 -Refer to Figure 8.7.3 above. At P = $80, the profit-maximizing output in the short run is:

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If a competitive firm's marginal costs always increase with output, then at the profit maximizing output level, producer surplus is:

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Homer's Boat Manufacturing cost function is: Homer's Boat Manufacturing cost function is:   The marginal cost function is:   If Homer can sell all the boats he produces for $1,200, what is his optimal output? Calculate Homer's profit or loss. The marginal cost function is: Homer's Boat Manufacturing cost function is:   The marginal cost function is:   If Homer can sell all the boats he produces for $1,200, what is his optimal output? Calculate Homer's profit or loss. If Homer can sell all the boats he produces for $1,200, what is his optimal output? Calculate Homer's profit or loss.

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The squishy industry is competitive and the market price is $0.80. Apu's long-run cost function is: The squishy industry is competitive and the market price is $0.80. Apu's long-run cost function is:   where r is the price Apu pays to lease a squishy machine and q is squishy output. The long-run marginal cost curve is:   What is Apu's optimal output if the price Apu pays to lease a squishy machine is $1.10? Suppose the lease price of squishy machines falls by $0.55. What happens to Apu's optimal output if the market price for a squishy remains at $0.80? Did profits increase for Apu when the lease rate of squishy machines fell? where r is the price Apu pays to lease a squishy machine and q is squishy output. The long-run marginal cost curve is: The squishy industry is competitive and the market price is $0.80. Apu's long-run cost function is:   where r is the price Apu pays to lease a squishy machine and q is squishy output. The long-run marginal cost curve is:   What is Apu's optimal output if the price Apu pays to lease a squishy machine is $1.10? Suppose the lease price of squishy machines falls by $0.55. What happens to Apu's optimal output if the market price for a squishy remains at $0.80? Did profits increase for Apu when the lease rate of squishy machines fell? What is Apu's optimal output if the price Apu pays to lease a squishy machine is $1.10? Suppose the lease price of squishy machines falls by $0.55. What happens to Apu's optimal output if the market price for a squishy remains at $0.80? Did profits increase for Apu when the lease rate of squishy machines fell?

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Scenario 8.2: Yachts are produced by a perfectly competitive industry in Dystopia. Industry output (Q) is currently 30,000 yachts per year. The government, in an attempt to raise revenue, places a $20,000 tax on each yacht. Demand is highly, but not perfectly, elastic. -Refer to Scenario 8.2. The more elastic is demand for yachts,

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Three hundred firms supply the market for paint. For fifty of the firms, their short-run average variable costs are minimized at $10 and short-run total costs are minimized at $15. For the remaining firms, the short-run average variable costs and short-run average total costs are minimized at $20 and $25, respectively. If each firm has a U-shaped marginal cost curve then the short-run market supply curve is:

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Use the following statements to answer this question: I. Markets may be highly (but not perfectly) competitive even if there are a few sellers. II) There is no simple indicator that tells us when markets are highly competitive.

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The manufacturing of paper products causes damage to a local river when the manufacturing plant produces more than 1,000 units in a period. To discourage the plant from producing more than 1,000 units, the local community is considering placing a tax on the plant. The long-run cost curve for the paper producing firm is: The manufacturing of paper products causes damage to a local river when the manufacturing plant produces more than 1,000 units in a period. To discourage the plant from producing more than 1,000 units, the local community is considering placing a tax on the plant. The long-run cost curve for the paper producing firm is:   where q is the number of units of paper produced and t is the per unit tax on paper production. The relevant marginal cost curve is:   If the manufacturing plant can sell all of its output for $2, what is the firm's optimal output if the tax is set at zero? What is the minimum tax rate necessary to ensure that the firm produces no more than 1,000 units? How much are the firm's profits reduced by the presence of a tax? where q is the number of units of paper produced and t is the per unit tax on paper production. The relevant marginal cost curve is: The manufacturing of paper products causes damage to a local river when the manufacturing plant produces more than 1,000 units in a period. To discourage the plant from producing more than 1,000 units, the local community is considering placing a tax on the plant. The long-run cost curve for the paper producing firm is:   where q is the number of units of paper produced and t is the per unit tax on paper production. The relevant marginal cost curve is:   If the manufacturing plant can sell all of its output for $2, what is the firm's optimal output if the tax is set at zero? What is the minimum tax rate necessary to ensure that the firm produces no more than 1,000 units? How much are the firm's profits reduced by the presence of a tax? If the manufacturing plant can sell all of its output for $2, what is the firm's optimal output if the tax is set at zero? What is the minimum tax rate necessary to ensure that the firm produces no more than 1,000 units? How much are the firm's profits reduced by the presence of a tax?

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In the short run, a perfectly competitive firm earning negative economic profit is:

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Suppose we plot the total revenue curve with quantity on the horizontal axis and revenue on the vertical axis (as in Figure 8.1 in the book). Under price-taking behavior, the total revenue curve should be:

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The textbook for your class was not produced in a perfectly competitive industry because:

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Consider the following statements when answering this question: I. Increases in the demand for a good, which is produced by a competitive industry, will raise the short-run market price. II) Increases in the demand for a good, which is produced by a competitive industry, will raise the long-run market price.

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When the price faced by a competitive firm was $5, the firm produced nothing in the short run. However, when the price rose to $10, the firm produced 100 tons of output. From this we can infer that:

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Bette's Breakfast, a perfectly competitive eatery, sells its "Breakfast Special" (the only item on the menu) for $5.00. The costs of waiters, cooks, power, food etc. average out to $3.95 per meal; the costs of the lease, insurance and other such expenses average out to $1.25 per meal. Bette should:

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Short-run supply curves for perfectly competitive firms tend to be upward sloping because:

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Consider a competitive market in which the market demand for the product is expressed as P = 75 - 1.5Q, and the supply of the product is expressed as P = 25 + 0.50Q. Price, P, is in dollars per unit sold, and Q represents rate of production and sales in hundreds of units per day. The typical firm in this market has a marginal cost of MC = 2.5 + 10q. a. Determine the equilibrium market price and rate of sales. b. Determine the rate of sales of the typical firm, given your answer to part (a) above. c. If the market demand were to increase to Consider a competitive market in which the market demand for the product is expressed as P = 75 - 1.5Q, and the supply of the product is expressed as P = 25 + 0.50Q. Price, P, is in dollars per unit sold, and Q represents rate of production and sales in hundreds of units per day. The typical firm in this market has a marginal cost of MC = 2.5 + 10q. a. Determine the equilibrium market price and rate of sales. b. Determine the rate of sales of the typical firm, given your answer to part (a) above. c. If the market demand were to increase to   what would the new price and rate of sales in the market be? What would the new rate of sales for the typical firm be? d. If the original supply and demand represented a long-run equilibrium condition in the market, would the new equilibrium (c) represent a new long-run equilibrium for the typical firm? Explain. what would the new price and rate of sales in the market be? What would the new rate of sales for the typical firm be? d. If the original supply and demand represented a long-run equilibrium condition in the market, would the new equilibrium (c) represent a new long-run equilibrium for the typical firm? Explain.

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