Question 3 Monopoly a) Discuss how monopoly markets discriminate prices by using the concept of market...
a) Discuss how monopoly markets discriminate prices by using the concept of market segmentation
2. Suppose a monopoly firm is allowed to price discriminate in 3 markets where the prices for the good in each market are given by: P1 = 63 - 401 P2 = 105 - 502 P3 = 75 - 603 where: Q = Q1 + Q2 + Q3 The cost of the output is (Q) = 20 + 15Q+Q2 a) Give the profit function for the firm. b) Find the FOC's and find the p*'s and Q*'s that maximize profit....
2. Suppose a monopoly firm is allowed to price discriminate in 3 markets where the prices for the good in each market are given by: P1 = 63 - 401 P2 = 105-502 P3 = 75 - 6Q3 The cost of the output is (Q) = 20 + 15Q+Q? where: Q = Q1 + Q2 + Q3 a) Give the profit function for the firm. b) Find the FOC's and find the p*'s and Qo's that maximize profit c) Find...
a. If the monopoly firm is not allowed to price discriminate, then consumer surplus amounts to _______________________________ b. If the monopoly firm perfectly price discriminates, then consumer surplus amounts to _______________________________ c. If the monopoly firm is not allowed to price discriminate, then the deadweight loss amounts _______________________________ d. If the monopoly firm perfectly price discriminates, then the deadweight loss amounts to _______________________________ e. If there are no fixed costs of production, monopoly profit without price discrimination equals _______________________________ f....
2. Suppose that a monopoly faces two markets for its product. D: Q1 = 100 - P; and D2 : Q2 = 80-P The monopoly can verify consumers to decide which market they belong to so that it charge different prices in the two markets. The cost of production is CQ) = 100 where Q- Q. +Q2. a) Please write out the total profit function for the monopoly as functions of Qı and Q2 b) Find out the profit maximizing...
3. A monopolist sells in two markets and can price discriminate between them The demand curves for the two markets are: Pl 8-1 and P2 10-92 The firm's total cost is tc = 5-41 + g2). The firm has a production capacity constraint of qi +q2 S 3. The firm's objective is to maximise profit subject to the capacity constraint and the requirement that qı, q2 2 0. (i) Write the firm's profit as a function of qı and q2....
Figure: A Profit-Maximizing Monopoly Firm Reference: Ref 13-2 Figure: A Profit-Maximizing Monopoly Firm (Figure: A Profit-Maximizing Monopoly Firm) Use Figure: A Profit-Maximizing Monopoly Firm. This firm's cost per unit at its profit-maximizing quantity is: Select one: a. $8. b. $20. c. $15. d. $18. We were unable to transcribe this imageP, MR MC, ATC $50 MC ATC 100 150 200 250 300 400 Quantity of output (per week) Reference: Ref 13-2 Figure: A Profit-Maximizing Monopoly Firm (Figure: A Profit-Maximizing Monopoly...
In a monopoly market, if the firm's market demand function is reflected at P = 11,100 - 30 Q, while the company's total cost function is TC = 400.000 + 300Q – 30 Q2+ Q3 Determine: a. the output level and selling price per unit that maximizes the company’s profit? b. maximum total profit? c. quantity at the socially optimum price (P = MC)? d. quantity at the fair return price (P = ATC)?
Monopoly Market: MC AC 4 2 MR 100 125 150 175 200 300 a. What is the profit maximizing output and price for this monopoly market? b. What is the monopoly profit? C. What would be the price and quantity if this was a perfectly competitive market? d. What is the deadweight loss, measured in dollars?
6. (3 points) Suppose that a monopoly can price discriminate between two markets: market 1 where the demand curve is given by 91 = 2 – P1, and market 2 where the demand is given by q2 = 4 – P2. Assume that the monopoly produces each unit at a cost of c=1. (a) Find {qM, PM, q2, px}. (2 points) (b) Suppose that price discrimination is no longer possible. Find {qM, pM}. (1 point)