A monopolist operates in 2 markets. The demand curve for market 1 is Q₁ = 600-3P1 while the demand curve for market 2 is Q2 = 600 - 2P2 Assume that marginal costs is the same in both markets and constant at 20. If the monopolist can practise 3rd degree price discrimination then the profit maximising prices and quantities in each market will be Q1-180, P1-110. Q2-240, P2=260 Q1-100, P1-140, Q2-150, P2-180. Q1-270, P1-110. Q2-240, P2=260 Q1-270, P1-110. Q2-280, P2=160 Q1=180, P1=110. Q2-140, P2=230
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- I need ans 3 In the next two problems, (1) and (2), consider a monopolist that maximizes profits and charges all consumers the same price. The inverse demand function is P = 100 – Q, where P is the price and Q is output. Calculate the deadweight loss to consumers (if any) and to the monopolist (if any). (1) Marginal cost is always zero. (2) Marginal cost is MC = Q. (3) Assume that every consumer has the inverse demand function P = 10 – Q and that marginal cost is always zero. There are 10 consumers. The monopolist wants to maximize profits by designing a two-part tariff. Calculate the two parts of the tariff, and calculate profits.A monopolist can sell three products, labelled A, B and C. All products are produced at the constant unit cost of SEK 10. There are three buyer types, whose WTPs are reported in Table 1. Show Transcribed Text # of buyers 30 40 30 Products TABLE 1 A B с 70 50 30 50 40 40 30 30 50 2.1. Suppose that the monopolist wishes to bundle product A with exactly one be- tween product B and product C. Which would be the most profitable of these two bundles? Is bundling the two products included in it actually more profitable than selling the products separately? 2.2. Can you provide an intuitive account for the ranking of the profitability of the two bundles established in 2.1? Show Transcribed Text Answer to Problem 2. Part 1. The profits from the two bundles are TAB= 4900 and 7AC = 6000. Hence, A should be bundled with C. The profit from the optimal bundle is greater than the sum of the profits realised by selling the two products independently, which is equal to TA + TC = 4900 (= πA + 7B). Part…3. Consider a monopolist who faces the following demand: Demand: P= 100 – 10Q MC= 50+20 a) Find the price quantity combination that maximizes profit for the monopolist. b) Is the firm making positive, negative or zero profits? (100,100) Kareem chooses (60, 105) (500, 400) Saleem chooses Kareem chooses (50,420) 4. Calculate the SPNE/SPNES for the game stated above.
- Consider a product with 5 consumers willing to pay $6, $5, $4, $3, $2, respectively, which has constant marginal cost of $2.50/unit. If you are a monopolist and can identify a group of consumers willing to pay less than the standard monopoly price but more than marginal cost for the product, you can maximize profits by offering prices of $5 to high-value consumers and A. None of these, as only one price of $5 should be offered to maximize profits B. $2 to low-value customers C. $4 to low-value customers D. $3 to low-value customersThe customers Jack the Block Monopolist serves are of two types, low- demandcustomers with an inverse demand P 12 - 2Q, and high-demand customers with an inverse demand Ph = 16 - 20h. Thereis one high-demand customer and two low - demand customers. Jack's marginal cost of production is $4 per additional unit. Jack is using a block pricing strategy.Assume that Jack knows which type of customer is which. How much would Jack to sell to low - demand customers, and at what package price? How much would Jack sell to low - demand I = customers and at what package price? Calculate jack's profit and total surplusSuppose an airline sells air tickets to two types of customer – business travelersand vacation travelers. Their estimated demand elasticities are -2.5 and -4.0respectively.Suppose the marginal cost is constant at $240, and the services provided to thetwo types of customer are similar. Calculate the fares the airline should charge on the air tickets sold to therespective types of customers. Show your calculations.
- Suppose that a monopolist supplies a product in two distinct markets, LA and SF. The demand functions for thetwo markets are PLA = 52 – 4QLA and PSF = 70 – 7QSF. The monopolist has a fixed cost of $20 and a constantmarginal cost of $10 per unit.a. If segmenting is feasible, what are the profit-maximizing prices, quantities, and maximized profit?b. If segmenting is NOT feasible, what is the profit-maximizing price, quantity, and maximized profit?c. How much is the difference in total consumer surplus in the two cases? Which case makes consumers better off?A monopolist faces inverse market demand of P = 140 – and has Total Cost given by TC(Q) = 2Q? + 10Q + 200. %3D Find this monopolist's profit maximizing output level. Find this monopolist's profit maximizing price. How much profit is this monopolist earning?ASAP PLZ Suppose a monopolist knows it has two types of customers. The inverse demand for the customers in the first market is P = 50 – Q while the inverse demand for the customers in the second market is P = 40 – 2Q. The marginal cost is €10 in both markets. Suppose the firm wishes to charge a two-part tariff to its customers but it cannot distinguish between the customers in the first and second markets. Calculate the entry (fixed) fee that the firm should charge in these circumstances
- Assume the only costs to the firm are marginal costs (so MC-ATC in this case) and that the firm/s cannot price discriminate. Price, cost, marginal revenue of diamond $1,000 800 600 400 200 MC -200 -400 MR 8 10 16 20 Quantity of diamonds (See Figure 3) At the profit maximizing quantity for the monopolist, total revenue is total cost is and profit is O $4800, $3200, $1600 O $1600, $3200, $1600 O $600, $200, $400 O $4800, $1600, $320012) Suppose that a monopolist supplies a product in two distinct markets, LA and NY. The demand functions for the two markets are PLa = 65 – 3QLA and Pvy = 50 – 5QNY. The monopolist has a fixed cost of $10 and a constant marginal cost of $5 per unit. a. If segmenting is feasible, what are the profit-maximizing prices, quantities, and maximized profit? b. If segmenting is NOT feasible, what is the profit-maximizing price, quantity, and maximized profit? c. How much is the difference in total consumer surplus in the two cases? Which case makes consumers better off?Consider a market with the following kinked inverse demand P=20-3q for q≤3 and p=14-q for q> 3. A monopolist in this market has marginal costs of m. a. The monopolist will not produce q = 3 for any value of m. b. The monopolist will produce q=3 if m= 8. Oc. The monopolist will produce q=3 if 8>m > 2. Od. The monopolist will produce q=3 if m= 2.