Please understand that we are under obligation to answer only the first four questions.
1. Assume that a monopolist has TC(Q) = 6Q and the market demand is P(Q) =...
7. A monopolist in the market for widgets is facing a demand curve P= 60 - Q. The marginal cost of producing Q units is equal to $Q. (a) Calculate the monopolist's profit maximizing price and quantity. Calculate producer, consumer, and total surplus, and deadweight loss. (b) The government wants to impose a price ceiling that will maximize the total surplus in the market. What price ceiling should the government set? What would be the new values of consumer and...
Part E-H Assume a profit-maximizing monopolist faces a market demand given by P = (12,000 – 90Q)/100 and long run total and marginal cost given by LRTC = 5Q + Q2 + 40 (Note: The answer to this question must be hand-written.): a) Find the equation of the marginal revenue curve corresponding to the market demand curve. b) Find the equation for the marginal cost function. c) Find the profit-maximizing quantity of output for the monopoly and the price the...
1. Suppose that a single-price monopolist faces the demand function P 100 Q where I is average weekly household income, and that the firm's marginal cost function is given by MC(Q) 2Q. The firm has no fixed costs. = (a) If the average weekly household income is $600, find the firm's marginal revenue function. (b) What is the firm's profit-maximizing quantity of output? At what price will the firm sell that output? What will the firm's marginal cost be? (c)...
Q1) Suppose that American Borax is a monopolist and that the worldwide demand for borax is Q= 100-P where Q is tons of borax and P is the price per ton. The total cost function for American Borax is TC= 10Q+ 0.5Q^2. .a. Write out the firm's total revenue as a function of Q. b. Over what range of output is the revenue increasing? c. What is the profit function for American Borax? d. Find the firm's profit-maximizing quantity by...
Consider a monopolist with the cost function C(q) = 6q, facing the market demand function D(p) = 20 − 2p. (a) Find the monopoly quantity and price, the monopolist’s profit and the con- sumer surplus. (b) Now suppose that the government gives to the monopolist a subsidy of $2 per unit sold. Find the monopoly quantity and price, the monopolist’s profit, the consumer surplus, and the cost of the subsidy. (c) How does this subsidy affect total surplus (taking into...
Suppose a profit maximizing monopolist has total cost and marginal cost as follow:1. Suppose a profit-maximizing monopolist has total cost and marginal cost as follow: \(\mathrm{TC}=0.1 Q^{2}+Q+10\) and \(\mathrm{MC}=0.2 Q+1\). It faces the demand curve \(\mathrm{Q}=35-5^{\mathrm{P}} .(35\) points \()\)a) What are the price, output, and profit for this monopolist?b) Carefully draw the diagram that illustrates your answers.c) What are the equilibrium price, output, and total profit if this is a perfectly competitive market?d) Compare the results between monopoly and perfect...
1. Consider a monopolist having market demand given by p = 50 - Q, and TC = 60Q - 3/2 x Q^2 which gives MC = 60 - 3Q. (c) Suppose now that the demand for the monopolist is q = 100/p and marginal cost is 2. What is the profit-maximizing price and output?
1. Let the market demand curve be P=1000 - 10Q. Assume the market is controlled by a monopolist. Let fixed cost be $10,000 and Marginal Costs (MC)=20Q. a) What is the profit maximizing output? b) What is the monopolist's total revenue at the profit maximizing output? c) How much profit is the monopolist earning? d) Assume the government breaks up the monopolist in order to create a perfectly competitive market of identical firms. Assume the MC curve is now the...
Demand: P= 120 - 0.5 Q Total Cost: TC= 1 Q 2 Part 1: Find the profit-Maximizing Q of the Monopoly Part 2: Find The profit-Maximizing price of the Monopoly Part 3: Find the Total Profit at the profit maximizing quantity Part 4: Find the amount of consumer surplus at the profit maximizing quantity Part 5: Find the deadweight loss at the profit maximizing quantity
A monopolist faces inverse demand P = on TC(Q) = cQ. (a) Find the optimal price, P, and quantity, QM (b) Solve for the monopolist's optimal profits, TM (c) Graph the equilibrium and show consumer surplus, producer surplus and deadweight loss. Be 150 -3Q and total cost functi careful with the marginal cost curve. (d) Compute CS and PS. These will be functions of the cost parameter c. (e) Compute DWL. Similarly, it will be functions of the cost parameter...