Question

2. A monopolist has two specific demanders with demand equations: qA = 10 – p and...

2. A monopolist has two specific demanders with demand equations: qA = 10 – p and qB = 10 – 2p. This monopolist implements an optimal two-part tariff pricing scheme, under which demanders pay a fixed feea for the right to consume the good and a uniform price p for each unit consumed. The monopolist chooses a and p to maximize profits. This monopolist produces at constant average and marginal costs of AC = MC = 2. The monopolist’s profits are __________ and the average price paid by demander B is _________.

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
A monopolist has two specific demanders with demand equations: qA = 10 – p and qB...
A monopolist has two specific demanders with demand equations: qA = 10 – p and qB = 10 – 2p. This monopolist implements an optimal two-part tariff pricing scheme, under which demanders pay a fixed fee a for the right to consume the good and a uniform price p for each unit consumed. The monopolist chooses a and p to maximize profits. This monopolist produces at constant average and marginal costs of AC = MC = 2. The monopolist’s profits...
A monopolist has two specific demanders with demand equations: qA = 10 – p and qB...
A monopolist has two specific demanders with demand equations: qA = 10 – p and qB = 10 – 2p. This monopolist implements an optimal two-part tariff pricing scheme, under which demanders pay a fixed fee a for the right to consume the good and a uniform price p for each unit consumed. The monopolist chooses a and p to maximize profits. This monopolist produces at constant average and marginal costs of AC = MC = 2. What‘s the monopolist’s...
Q1. A monopolist has the following demand function and marginal cost function P = 120 –...
Q1. A monopolist has the following demand function and marginal cost function P = 120 – Q and MC = 30 + Q. i. Derive the monopolist’s marginal revenue function. ii. Calculate the output the monopolist should produce to maximize its profit. ii. (continuation) iii. What price does the monopolist charge to maximize its profit? Now assume that the monopolist above split into two large firms (Firm A and Firm B) with the same marginal cost as the monopolist. Let...
A monopolist with demand curve P = 20 – Q has costs C = 0.5Q2 and...
A monopolist with demand curve P = 20 – Q has costs C = 0.5Q2 and MC = Q. Calculate this firm's profits if they implement a Two-Part Tariff pricing plan.
SOLO Inc. is a monopolist in a particular market. It has estimated that the inverse demand...
SOLO Inc. is a monopolist in a particular market. It has estimated that the inverse demand for its product is P = 100 - 2 Q, and the marginal cost of production is MC= 10 + 2 Q. If SOLO Inc. uses uniform pricing then to maximize profits it should select Q = 12.86 and P = 74.38. Q = 15 and P = 70. Q = 10 and P = 60. None of the above.
2. Say a monopolist sells in two separate markets, with demand PA = 30 - 2Q...
2. Say a monopolist sells in two separate markets, with demand PA = 30 - 2Q (that is, the MRA = 30 – 4Q) and PB = 40 - Q (that is, the MRB = 40 – 2Q), respectively. Marginal costs in both markets are constant and equal to 10. What are the prices and quantities that the monopolist would charge in each market to maximize profit. (4 pts) Show your work. 3. A monopolist has marginal costs MC =...
Consider two market segments with the following demand functions: Market segment 1: Q1 P= 10-2P Market...
Consider two market segments with the following demand functions: Market segment 1: Q1 P= 10-2P Market segment 2: Q2 P= 10-4P Suppose that MC of production is 6. What is the optimal pricing policy for this firm?
Suppose the demand for the good was summarized by the equations: P = 100 – 0.5...
Suppose the demand for the good was summarized by the equations: P = 100 – 0.5 Q MR = 100 – Q and that the marginal cost equals the average costs at $10 per unit. Calculate the optimum market quantity in a competitive market. (Hint: Set price equal to marginal cost.) Calculate the quantity brought to market by the monopolist, monopolist’s profit and deadweight loss to society from the monopoly.
A monopolist faces a demand curve P= 24 – 2Q, where P is measured in dollars...
A monopolist faces a demand curve P= 24 – 2Q, where P is measured in dollars per unit and Q in thousands of units and MR=24 – 4Q. The monopolist has a constant average cost of $4 per unit and Marginal cost of $4 per unit. a. Draw the average and marginal revenue curves and the average and marginal cost curves on a graph. b. What are the monopolist’s profits-maximizing price and quantity? c. What is the resulting profit? Calculate...
11.       A monopolist demand is D = P = $10 - $.05Qm; AC = MC = $2.  The...
11.       A monopolist demand is D = P = $10 - $.05Qm; AC = MC = $2.  The profit-maximizing price (P) and output (Q) are: A         P = $6, Q = 40. B.        P = $8, Q = 60. C         P = $6, Q = 80. D         P = $4, Q = 100. E.         None of the above. 12.       A competitive firm’s production function is             Q = 5 + 20L - .5L2 + 40K – K2, and its demand function is             PQ = MRQ = d = $6....
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT