Suppose there are two monopoly firms, producing output Q1 and Q2 with a constant MC = 2. Suppose that demand for Firm 1 and Firm 2 is respectively given by P1 = 10 – 2Q1 P2 = 6 – 2Q2 The corresponding Marginal Revenue (MR) curves are given by: MR1 = 10 – 4 Q1 MR2 = 6 – 4Q2 %3D %3D 1) Compute the profit maximizing Quantities Q1 and Q2 for these firms. Compute MR for each firm and show that at these Quantities, MR1 = MR2. Briefly explain why? 2) Compute the two ratios: Q1/(Q1+Q2) and Q2/(Q1+Q2). 3) Using the quantities in 1, compute TR (Total revenue) for each firm and also TC for each firm.
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- Suppose that a monopolist faces two markets with demand curves given by: D1 (p1 ) = 100 – p1 D2 (p2) = 100 – 2p2 And also assume that the monopolist’s marginal cost is constant at $20 a unit. 1. If the monopolist can price discriminate, what price should the firm charge in each market in order to maximize profits? 2. Suppose the firm cannot price discriminate, what price should it charge?True/False 1. In a principal-agent relationship between owner and manager with hidden e§ort, the owner can design a wage scheme that insures the optimal Örst best e§ort by the manager regardless of the risk aversion of the manager. Justify your answer. 2. Consider a monopoly that faces an inverse demand curve and has a linear cost function. The monopoly would be indi§erent when maximizing proÖts between either choosing quantities or choosing prices. 3. A multiproduct Örm that as monopoly power over several products sets lower prices than separate Örms (each controlling a single product) when the products are substitutes or when there are economies of scope. 4. In the dominant Örm model (‡ la Hotelling) an increase in the marginal cost of the dominant Örm (with constant marginal costs) implies that proÖts necessarily decrease. 5. Suppose that an industry has 10 Örms where the market shares are ordered from the most to the least dominant Örm f0:5; 0:37; 0:05; 0:03; 0:02; 0:01;…A monopoly is considering selling several units of a homogeneous product as a single package. Analysts at your firm have determined that a typical consumer’s demand for the product is Qd = 130 − 0.25P, and the marginal cost of production is $160.a. Determine the optimal number of units to put in a package. units b. How much should the firm charge for this package? $
- Assume that a monopolist sells a product with a total cost function: TC = 1200+0.5Q2. The market demand curve is given by the equation: Q=300-P a) For this monopolist, the profit-maximizing price is _________, at which it will sell __________ units of output. b) If this market were supplied by many firms with the same cost function, how much would be produced? _____________ At what price would it be sold? ______________ c) Calculate the loss in efficiency in this market due to the monopoly _____________1. Suppose a firm operates as a monopoly in the domestic (home) market for a product. The demand for itsproduct is given by the inverse demand function: P = 120 −QD. The company’s costs are: T C = 20Q+ 200and MC = $20.A) Find the firm’s profit-maximizing output and price as a monopoly.B) Find the firm’s total profit in the monopoly market.2. Suppose the home country open up to free trade and a foreign competitor enters the market. Assume thatthe foreign firm has the same cost structure as the home firm (the monopoly from the previous question).A) Derive the best response function for each firm (h-home and f-foreign)B) Find each firms’ output, the home market price, and each firms’ profit from the home market3. Now, suppose that in addition to the home country opening up to free trade, the foreign country has alsoopened up to free trade. As a result, both firms sell their product in both markets.A) Find each firms’ overall output, market price in each market, and each firms’ overall…Suppose a discriminating monopolist is selling a product in four separate markets in which demand functions are: Q1 = 300 – P1; Q2 = 200 – 0.5 P2; Q3 = 150 – 0.4P3 and Q4 = 75 – 0.25P4. Assume further that the total cost of the firm is given as TC = 61,000 – 100Q. As an economic adviser you are required to determine: a. The prices to be charged in the four markets and the amount of output to be sold in each market so that total profits can be maximized. b. Calculate the total profit to be made from the strategy of price discrimination. c. Elasticities in each market and comment.
- Assume that a monopolist sells a product with a total cost function: TC = 1200+0.5Q2. The market demand curve is given by the equation: Q=300-P For what range of output will the firm's revenue be increasing? For this monopolist, the profit-maximizing price is _________, at which it will sell __________ units of output. At this price, the monopoly will earn profit equal to ____________ . If this market were supplied by many firms with the same cost function, how much would be produced? _____________ At what price would it be sold? ______________ Calculate the loss in efficiency in this market due to the monopoly _____________A monopoly firm faces a demand curve given by the following equation: P = $500 − 10Q, where Q equals quantity sold per day. Its marginal cost curve is MC = $100 per unit. Assume that the firm faces no fixed cost. You may wish to arrive at the answers mathematically, or by using a graph (the graph is not required to be presented), either way, please provide a brief description of how you arrived at your results. d) Suppose a tax of $1,000 per day is imposed on the firm. How will this affect its price?e) How would the $1,000 per day tax affect its output per day?f) How would the $1,000 per day tax affect its profit per day?g) Now suppose a tax of $100 per unit is imposed. How will this affect the firm’s price?h) How would a $100 per unit tax affect the firm’s profit maximizing output per day?i) How would the $100 per unit tax affect the firms profit per day?A monopoly is considering selling several units of a homogeneous product as a single package. Analysts at your firm have determined that a typical consumer’s demand for the product is Qd = 100 − 0.25P, and the marginal cost of production is $140. a. Determine the optimal number of units to put in a package. b. How much should the firm charge for this package?
- Consider a monopolist facing the following demand curve (same as the other quiz). P 24 22 20 18 16 14 12 10 8 6 QD 1 2 3 4 5 6 7 8 9 10 But now let's assume that the monopolist has a constant marginal cost of 8 AND a fixed cost of 28. Now let's imagine that the government wants to make this market more efficient by putting a price ceiling on the good. a. Can they make it perfectly efficient? If not, why not? (Assume everything is in the long run here.) b. If they want to make this as efficient as possible, where should they set the price ceiling? Show this on a graph. Identify the quantity, consumer surplus, and dead weight loss if there is one. Make sure to include any additional curves that may have been necessary…Suppose that the monopolist from Question 4 is now forced to charge the same price in both markets. Using thedemand functions and cost function from Question 4, what is the total inverse demand in this case? What is theprofit-maximizing price? What is the monopolist’s profit? (Question 4 = A monopolist is operating in two separate markets. The inverse demand functions for the two markets are P1 = 35 – 2.5Q_1 and P2 = 30 – 2Q_2. The monopolist’s total cost function is TC(Q) = 8 + 5(Q_1 + Q_2). Q_1 means Q subscript 1Assume that a monopolist faces a demand curve for its product given by: p=130−3q Further assume that the firm's cost function is: TC=490+10q What is the profit for the firm at the optimal quantity and price?