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For a monopolist that is maximizing profits 1) P=
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- Q (units) 0 1 2 NMT 3 4 5 P ($) 50 45 40 35 30 25 TC ($) 10 $105 none of the above 26 42 58 74 90 If the monopolist maximizes profit, then profit will be O($44) O $47ASAP 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 circumstancesa. What is the monopolist's profit-maximizing output and price? Output: Price: $ b. What will be the monopolist's total profit?
- 400.00 300.00 200.00 100.00 0.00 2.5 -100.00 -200.00 -300.00 -E(ys)E(YR) -E(NS) E(NR) E(YS) 100-100i E(YR)=100-50i E(IIS) -20 +100i E(IIR)= -70 +50i Assuming we are under monopoly and asymmetric information, what is the highest interest for which both types (safe and risky) stay in the market? Oi-2 Oi-0.5 O i-1 Oi-3 0 Objective functions 0.5 3.5Willingness to pay for Spreadsheet and Word Processing Programs Consumer Type Number Spreadsheet Word Processor Both A. 1,000 100 150 250 1,000 200 200 400 1,000 250 100 350 D. 1,000 150 300 450 What price would a mompolist that sold spreadsheels only, charge if his unit cost is 10? O 100 150 200 250Industrial Economics A prott-maximizing monopolist sells its products in two diferent markets n the first market, the demand is P, = 70 - 9 in the second market, the demand is P, = 50 - 2 Marginal costs are constant in each market and equal to MC=S10. The total profit that the monopolist will get if it is able to engage in third-degree price discrimination wil be O (a) 2880 $ O (b) 3200 S O (c) 2900 S O (d) 3000 S Buccessivo
- Multiple Choice pervey $10 for its product. $12 for its product $16 for its product. $8 for its product.Suppose a monopoly market has a demand function in whichquantity demanded depends not only on market price (P) butalso on the amount of advertising the firm does (A, measuredin dollars). The specific form of this function isQ =(20 - P2) (1 + 0.1A - 0.01A2).The monopolistic firm’s cost function is given byC = 10Q + 15 + A.a. Suppose there is no advertising (A = 0). What outputwill the profit-maximizing firm choose? What market price will this yield? What will be the monopoly’sprofits?b. Now let the firm also choose its optimal level of advertising expenditure. In this situation, what output levelwill be chosen? What price will this yield? What will thelevel of advertising be? What are the firm’s profits in thiscase? Hint: This can be worked out most easily by assuming the monopoly chooses the profit-maximizing pricerather than quantity.Economi Price P4 P3 P5 MC The profit-maximizing monopolist charges price O P2 9, 90, 9 f Quantity
- A monopolist is facing the following demand schedule Pa24-30 That is, Q0 implies Pe24, then Qefimplies P21, and Q-2 entals P18, and so one. Fixed costs will be neglected in this analysis. The marginal cost is constant and equal to 3 for every unit produced. Determina (a) The quantity produced and the amount of maximum profits (b) Price and quantity to yield the efficient solution (c) Redo (a) when we impose a sales tax equal to 4 (per unit sold).ev Quantity, price, total revenue, and total cost for a monopoly firm that produces cement are listed in the table below. Quantity, (Q) (tons) Price (P) Total Revenue (TR) Total Cost (TC) 1 $1,300 $1,300 $900 2 $1,215 $2,430 $980 3 $1,130 $3,390 4 $1,045 $4,180 5 $960 $4,800 6 $875 $5,250 7 $790 $5,530 Determine the firm's profit-maximizing price. Write the exact answer. Do not round. Answer S $1,100 $1,270 $1,510 $1,960 $2,560Suppose 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.
