uppose that the current price per unit of the good is 10 pounds. A perfectly ompetitive firm faces the cost function, C = 100 + (1/5)Q², with marginal cost, MC qual to (2/5)Q, where Q denotes the quantity produced. Find the profit-maximizing utput for this firm in the short-run. Calculate profits. At the profit-maximizing
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- Suppose that the current price per unit of the good is 10 pounds. A perfectly competitive firm faces the cost function, C = 100 + (1/5)Q2, with marginal cost, MC, equal to (2/5)Q, where Q denotes the quantity produced. Find the profit-maximizing output for this firm in the short-run. Calculate profits. At the profit-maximizing output, is the firm covering its variable costs?Define Q to be the level of output produced and sold, and assume that the firm’s total cost function is TC = 4*Q1.5. The demand for the output has been estimated to be Q = 100*P-1.25. Total revenue is TR = P*Q. Find the profit-maximizing price.A firm faces a demand function (where q=quantity demanded and p=price): q = 200 – 2p and a total cost (TC) function (where q=output): TC = 1/2 q^2+20q+375 Find break-even point when TR=TC
- The market for drones is perfectly competitive. Assume for simplicity that fractions of everything, including firms, is possible. We have identical firms, each with a Total Cost curve of TC=341+q^2 and Marginal Cost curve MC=2q. Market demand is Q=627-2P. If the market price is $84, what is the short-run profit maximizing quantity for each firm?The wood-pallet market contains many identical firms, each with the short-run total cost function STC(Q) = 400 + 5Q + Q2, where Q is the firm’s annual output (and all of the firm’s $400 fixed cost is sunk). The corresponding marginal cost function is SMC(Q) = 5 + 2Q. The market demand curve for this industry is D(P) = 262.5 − P/2, where P is the market price. Each firm in the industry is currently earning zero economic profit. How many firms are in this industry, and what is the market equilibrium price?A firm sells its product in a perfectly competitive market where other firms charge a price of $110 per unit. The firm estimates its total costs as C(Q) = 70 + 14Q + 2Q2. Thus, the marginal costs are MC(Q) = 14 + 4Q. How much output should the firm produce in the short run?
- Suppose a firm operating in a perfectly competitive industry has costs in the short run given by: SRTC = 8 + ½q^2 and therefore MC = q. Assuming that the firm is a price-taker operating in a competitive market, derive an expression for the firm’s supply curve, (the profit maximizing output for the firm as a function of the market price, i.e., q^s = f(p). Assuming the firm is one of 100 identical firms in the industry, what is the short-run supply curve for the industry, i.e., Q^s = f(p)? If demand is given by Q^D = 1000 – 100p, what are the short-run equilibrium price, market quantity, and firm quantity? Is this a long-run equilibrium? [Hint: Calculate firm profit in the equilibrium.]. Suppose a firm operating in a perfectly competitive industry has costs in the short run given by: SRTC = 8 + ½q2 and therefore MC = q. Assuming that the firm is a price-taker operating in a competitive market, derive an expression for the firm’s supply curve, (the profit maximizing output for the firm as a function of the market price, i.e., q S = f(p). Assuming the firm is one of 100 identical firms in the industry, what is the short-run supply curve for the industry, i.e., Q S = f(p)? If demand is given by Q D = 1000 – 100p, what are the short-run equilibrium price, market quantity, and firm quantity? Is this a long-run equilibrium? [Hint: Calculate firm profit in the equilibrium.]A firm’s marginal cost is MC(q)=10+6q. For which prices does the firm shut down? Find a formula for the quantity supplied q in terms of the market price, p.
- Market demand is P = 50 -2Q. Firm has cost function TC(Q) = 5 + 2Q + Q^2. Can firm function as a price taker?A competitive firm has a total cost function: TC = 100 + 25q − 8q2 + 2q3 and a marginal cost function MC = 25 − 16q + 6q2. Calculate the range of prices for which the firm will find it optimal to shut down.Suppose that each firm in a competitive industry has the following costs: Total Cost: TC=50+12q2TC=50+12q2 Marginal Cost: MC=qMC=q where qq is an individual firm's quantity produced. The market demand curve for this product is: Demand QD=140−2PQD=140−2P where PP is the price and QQ is the total quantity of the good. Each firm's fixed cost is . What is each firm's variable cost? 50+12q50+12q 12q12q qq 12q212q2 Which of the following represents the equation for each firm's average total cost? 50q+12q50q+12q 50q50q 50+12q50+12q 12q12q Complete the following table by computing the marginal cost and average total cost for qq from 5 to 15. q Marginal Cost Average Total Cost (Units) (Dollars) (Dollars) 5 12.50 6 11.33 7 10.64 8 10.25 9 10.06 10 10.00 11 10.05 12 10.17 13 10.35 14 10.57…