A monopolist can produce at constant average and marginal costs of AC=MC=5. The firm faces a market demand curve given by Q = 53 – P. a. What is the value of the "deadweight loss" from monopolization?

Suppose that a monopolist faces inverse demand given by P = 100 - 10Q and marginal cost given by MC = 20. 1. What is the profit function? 2. What is the marginal revenue function? 3. What is the equilibrium quantity? 4. What is the equilibrium markup?

A monopolist faces two demand curves in two separate markets. The Market Demand in the first market is P1=100-Q1 and in the second market it is P2=50-0.5Q2. The marginal & average costs are constant at 10 (MC=AC=10). Find the Monopoly Price and Quantity in each market. Find the Perfect Competition Price and Quantity in each market. Calculate Profit, Social Welfare (Consumer and Producer Surpluses), and Dead Weight Loss in both situations and in both markets.

The accompanying graph depicts the marginal revenue (MR), demand (D), and marginal cost (MC) curves for a monopoly a. Place point Pi at the profit maximizing price and quantitvy assuming that the monopolist can only charge a single price. 100 95 90 85 80 75 70 65 2 60 b. What are the profits of the firm if it charges a single price? 50 45 Suppose the monopolist able to successfully price discriminate between two groups by charging one group $60 and charging $35 to the other group. c. What are the firm's profits if it charges the two prices as mentioned above? 35 30 25 20 15 10 MR 0 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 95100 Quantity

A monopolist sells output for $4.00 per unit at the current level of production. At this level of output, the marginal cost is $3.00, average variable costs are $3.75, and average total costs are $4.25. The marginal revenue is $3.00. What is the short-run condition for the monopolist and what output changes would you recommend?

Consider the following cost and demand information for a monopolist. Demand is Qm = 34 - 1*Qm,    Total Cost is TC = 20 + 2*Qm + .5*Qm2. At the profit-maximizing quantity, marginal revenue and marginal cost are equal to $........?

Suppose the inverse demand function for a monopolist's product is given by P=100-2Q and the cost function isC(Q)=10+2Q. What is the firm's profit-maximizing maximum profits?A. $1,115B. $1,109C. $1,190.5D. $2,100.5

The monopolist is productively-efficient, because, like the perfect competitor, it operates at minimum ATC is the long-run. True False

Use the following Table showing the demand schedule for a monopolist facing a constant marginal cost of $4. Assume that the firm pays no fixed costs. How many units of output will the firm produce, and how much economic profit will be earned? Quantity Demanded 1 2 3 4 5 6 7 8 9 Price $12 $11 $10 $9 $8 $7 $6 $5 $4 A) 5 units; $8 B) 5 units; $40 C) 7 units; $36 D) 7 units; -$6 E) 5 units; $20

A monopolist serves a market with five potential buyers, each of whom would buy at most one piece of the monopolist's good. Anna would be willing to pay up to £80 for it, Bob up to £90, Chloe up to £100, Dave up to £110 and Elizabeth up to £120. The monopolist's variable cost function is given in below table. Quantity Variable Costs 1 3. 4. 40 90 150 220 300 Price Marg. Revenue a) Indicate in the table which price the monopolist would want to charge for each given quantity. b) Find the marginal revenue for each quantity. c) Find the monopolist's profit maximising price under the assumption that he wants to produce anything at all. d) How large can the monopolist's fixed costs be such that he still wants to start producing at 1. D Focus 9°C Sun