Suppose that the monopolist can produce with total cost: TC = goods in two different markets separated by some distance. The demand curves in the first market an second market are given by Q1 20Q. Assume that the monopolist se 240 4P, and Q2 = 360 2P,. If the monopolist can maintai %3D separation between the two markets, what price levels will prevail in each market, respectively? P1 = 60, P2 = 90 %3D O P, = 50, P, = 110 %3D P1 = 80, P2 = 160 P1 = 40, P2 = 100 %3D
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![Suppose that the monopolist can produce with total cost: TC =
goods in two different markets separated by some distance. The demand curves in the first market and the
200. Assume that the monopolist sells its
second market are given by Q, = 240- 4P, and Q2 = 360 - 2P,, if the monopolist can maintain the
separation between the two markets, what price levels will prevail in each market, respectively?
O P, = 60, P2 = 90
O P, = 50, P, = 110
P = 80, P, = 160
P1
= 40, P2
= 100](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa95626c2-c90a-44bc-a423-ee585171f854%2Fd955a9bb-75d7-4de8-882f-b8d286707649%2Fwakquig_processed.jpeg&w=3840&q=75)
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- Suppose that the monopolist can produce with total cost: TC = 100. Assume that the monopolist sells its goods in two different markets separated by some distance. The demand curves in the first market and the second market are given by Q, = 120 - 2P, and Q; = 240-2P Suppose that consumers can mail the product from cheaper location to a more expensive location freely (mailing cost $0). What would be the monopolist profit? O $7200 $6400 $8000 $6000Suppose that the monopolist can prevent the existence of a second-hand market. In other words, there can be no resale of the product between consumers after the initial purchase from the monopolist. What would the profit be for the monopolist from charging only one price to the entire market? Again, with no second-hand market possible, suppose the monopolist can distinguish between type H and type L consumers and can offer a discount to type L consumers. What are the profit-maximizing prices the monopolist will charge? How many units of the good will each type of consumer buy? What will the monopolist’s total profit be? What is total consumer surplus with only one price (part a)? What is total consumer surplus with 3rd degree price discrimination (part b)?The monopolist has constant marginal and average cost AC-MC=70 and faces the market demand P120-Q. Suppose the monopolist can perfectly price discriminate by setting a two-part tariff: that is, the monopolist charges the consumer a fixed fee Fand a per unit price p. What are the optimal values of Fand p that the monopolist sets? O F-$2500, p-$70 O F-$3500, p-$70 O F-$2375, p-$95 O F-$1250, p-$70 O F-$2975, p-$85
- . Let the demand curve for a monopolist’s product be P = 100 – 2Qd and the marginal cost of production be constant at MC = 10. Suppose that the firm considers moving from a uniform pricing strategy to a two-block tariff where the first block provides 15 units at a price of P1 = $70 and the second block provides an additional 15 units at a price of P2 = $40. How much does the monopolist’s profit rise with this scheme?2. Suppose there is a monopolist sells good x with constant marginal cost c. Also, there are two consumers with money endowment m; (i=1,2) and utility functions: 'u + zx = 'n Uz = (3/2)x"² + m, m, = m, – px, a) Derive each individual's demand for good x b) Suppose now that the monopolist can only engage in indirect (2mnd degree) price discrimination and decides to offer take it or leave it contracts of the form (ri,X;), where r; is a lump-sum payment that entitles the consumer to purchase x; units of the good. i. Write down the 2 incentive compatibility constraints and the 2 participation constraints that the solution needs to satisfy Given the properties of the utility functions, which constraints are binding? iii. ii. Formulate the monopolist's profit maximizing problem given your answer to ii above and compute the optimal contracts that this monopolist should offer. iv. What are the consumption levels for both consumers? Which level of consumption is efficient and why? With your…2. A monopolist has two specific demanders with demand equations: qA = 10 – p and qB = 10 – 2p. This monopolist implements an optimal two-part tariff pricing scheme, under which demanders pay a fixed feea for the right to consume the good and a uniform price p for each unit consumed. The monopolist chooses a and p to maximize profits. This monopolist produces at constant average and marginal costs of AC = MC = 2. The monopolist’s profits are __________ and the average price paid by demander B is _________.
- Complete the first row of the following table. Pricing Mechanism Profit Maximization Marginal-Cost Pricing Average-Cost Pricing Short Run Price Quantity (Subscriptions) (Dollars per subscription) Suppose that the government forces the monopolist to set the price equal to marginal cost. Complete the second row of the previous table. Profit Suppose that the government forces the monopolist to set the price equal to average total cost. Complete the third row of the previous table. O Allow its costs to increase O Work to decrease its costs Long-Run Decision Under average-cost pricing, the government will raise the price of output whenever a firm's costs increase, and lower the price whenever a firm's costs decrease. Over time, under the average-cost pricing policy, what will the local cable company most likely do?A monopolist faces the demand curve illustrated below. 12 9 -1 -2 12 13 11 15 15 1 1s 19 20 21 22 23 24 Suppose the monopolist faces a marginal cost of $5, and that there are no fixed costs. Thus, the marginal cost is equal to the average total cost in this case. Given this, what is the monopolist's profit maximizing price if it is not able to price discriminate O $5 O $8.33 O $2 O $10 $7.50 N O087654321Suppose a monopolist faces two groups of consumers. Group 1 has a demand given by P1=50-2Q1 and MR1=50-4Q1. Group 2 has a demand given by P2=40-Q2 and MR2=40-2Q2. The monopolist faces MC=AVC=ATC=$10 regardless of which group he supplies to. We can infer from the demand equations that Group ___ is the inelastic group because the demand is ____ than that of the other group. a. 2; flatter b. 2; steeper c. 1; steeper d. 1; flatter
- Suppose that the monopolist sells its goods for two segments of the population and the demand functions are given by Q, = 120P * and Q, = 320P,.f the monopolist can produce at AC-MC=6 and can discriminate the prices what are the optimal prices, respectively? %3D %3D O $7, $8 O $7, $4 O $4, $7 $8, $7Suppose that the monopolist can produce with total cost: TC goods in two different markets separated by some distance. The demand curves in the first market and the second market are given by Q1= 120-P, and Q2 = 240-4P. If the monopolist can maintain the separation between the two markets, what would be the total profit of the monopolist under price discrimination? 100. Assume that the monopolist sells its %3D O$ 4,525 O $ 5,525 O $ 6,025 $ 3,025Part A Suppose that the monopolist can produce a good with total cost TC = 24Q. Assume also that hemonopolist sells its goods in two different markets separated by some distance. The demand curves inthe first market and the second market are given by Q1 = 120 - P1/2 and Q2 = 360 - 3P2. If themonopolist can maintain the separation between the two markets, what level of output should beproduced in each market, and what price will prevail in cach market? Why are the two prices different?Verify the Lemer Index for cach market. Part B Suppose a monopoly faces a demand curve by Q = 154 - P/3. The monopolist has two plants. The firsthas a total cost function given by TC1, = 3Q21 and the second plant's total cost function is given byTC2 = 2Q22 How much total output will the monopoly choose to produce and how will it distributethis production between its two factories in order to maximize profits? Find monopolist's profits.