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11. Ford produces cars and is a monopolist in its market. The demand function is: D(p)=30-p, where p is the price. The cost function is equal to: C(q)=10+10q, where q is the quantity. The objective of Ford is to maximize benefits. Answer the following questions. a. Write down the firm's problem b. Calculate the optimal price c. Calculate the quantity produced, profits, revenue, total costs, demand elasticity, consumers' surplus and deadweight loss of efficiency. d. Assume that Ford needs to buy a permit, with price F, to be able to produce. Answer again questions a) to c), and compare the answers.
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- The monthly demand function for x units of a product sold by a monopoly is p = 6,100 - Find the revenue function, R(x), in dollars. R(x) = Find the cost function, C(x), in dollars. C(x) = Find the profit function, P(x), in dollars. P(x) = Find P'(x). P'(X) = Find the number of units that maximizes profits. (Round your answer to the nearest whole number.) units Find the maximum profit. (Round your answer to the nearest cent.) $ dollars, and its average cost is C = 3,040 + 2x dollars. Production is limited to 100 units. Does the maximum profit result in a profit or loss? O profit O lossarrow_forwardProblem 2.3. Monopoly with increasing marginal cost (15 points) A firm with cost function 2 CQ Q () 0.50 = is a monopoly in a market where the inverse demand function is pQ Q ( ) 120 2 = - . (a) Find the monopolist's marginal revenue and marginal cost. (b) Find the monopolist's profit- maximizing quantity and price Update: C(q)=.5q^2 and P(q)=120-2qarrow_forwardSubpart 7arrow_forward
- A single price monopolist has a cost function of c(Q) = 10 + Q, where Q is output. It faces the following demand curve: Q°(p) = 0, if p > 24 and Q°(p) = 120/p, if p s 24. What is the profit-maximizing choice of output? The profit maximizing choice of output is = At this optimum level of output, calculate the consumer surplus. In addition, by drawing a graph, show the area representing the producer surplus (label it by PS) and the area representing the deadweight loss (label it by DWL). Calculate the values of producer surplus and deadweight loss.arrow_forwardA monopolist has the following marginal revenue function MR = 1,600 - 20Q, and marginal cost function MC = 200 + 30Q and faces the following the demand curve p 1200-10Q. And the total cost function is TC= 200Q+15Q². Q refers to the number of units produced by the monopolist. Find the profit maximizing quantity (in number of units produced) for this monopolist. The result should be an integer number, no decimals (e.g. if the result is 3.65 write 4, if the result is 3.64, write 3). = Your Answer:arrow_forwardA firm facing a downward sloping demand curve is producing a level of output at which price is $16, marginal revenue is $12, and average total cost, which is at its minimum value, is $8. In order to maximize profit, the firm should decrease price. A monopolist is producing a level of output at which price is $138, marginal revenue is $72, average total cost is $72, and marginal cost is $103. In order to maximize profit, the firm should output. A firm with market power is producing a level of output at which price is $19, marginal revenue is $12, average variable cost is $14, and marginal cost is $26. In order to maximize profit, the firm should price.arrow_forward
- Suppose you are a monopolist and you have two customers, A and B. Each will buy either zero or one unit of the good you produce. A is willing to pay up to $35 for your product; B is willing to pay up to $10. You produce this good at a constant average and marginal cost of $8. If you could not engage in third-degree price discrimination, what price would you charge? OA $10. OB. $15. OC. $35. OD. $45. If you could practice third-degree price discrimination, you will earn a profit of $ (For simplicity, assume that if a consumer is indifferent between buying and not buying, he will buy.) Click to select your answer(s)arrow_forwardFirst degree price discrimination is inefficient because the monopolist will extract the entire consumer surplus. True or False?arrow_forwardThe Amazing Restaurant is the only restaurant in Amazing Island. The restaurant provides dining services to two distinct market segments: local residents and tourists. In each market segment, the demand curve has constant elasticity. The price elasticity of the tourists’ demand is -1.33, while the price elasticity of the locals’ demand is -1.5. a) Suppose that the marginal cost is constant for each market, and equal to $15 per meal. What prices should the monopolist charge in each market segment? [Hint: consider the markup formula: [(P-MC)/P = -1/e] b) As part of an effort to encourage tourism in the island, the local government decided to subsidize the restaurant by $5 for every tourist who dines at the restaurant. What prices should the monopolist charge now in each market segment?arrow_forward
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