Question

Assume the following inverse demand function p(q)=40-q and the marginal cost function MC(q)=10+2q. The government offers...

Assume the following inverse demand function p(q)=40-q and the marginal cost function MC(q)=10+2q.

The government offers a subsidy of $9 per unit sold.

A Calculate the price and quantity without subsidy

B Calculate the price and quantity with subsidy

C What is the value of the aggregated subsides?

D What is the value of the deadweight loss caused by the subsidy?

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 monopoly faces the following inverse demand function: p(q)=100-2q, the marginal cost is $10 per unit....
A monopoly faces the following inverse demand function: p(q)=100-2q, the marginal cost is $10 per unit. What is the profit maximizing level of output, q* What is the profit maximizing price what is the socially optimal price What is the socially optimal level of output? What is the deadweight loss due to monopoly's profit maximizing price?
he inverse demand function faced by a monopoly is given byP=103Q. The monopolyhas a total cost...
he inverse demand function faced by a monopoly is given byP=103Q. The monopolyhas a total cost functionTC=Q2+2Q and a marginal cost function MC=2Q+2. (a) What are the monopolist’s profit maximizing price and quantity? Show these and theassociated deadweight loss on a diagram. (b) Calculate what price and quantity would prevail if this were a perfectly competitive marketwith the marginal cost curve acting as the supply curve? Show this price on your diagramfor part (a). (c) If the government imposes a...
A monopolist faces inverse demand p = 40 − 2q and has a marginal cost of...
A monopolist faces inverse demand p = 40 − 2q and has a marginal cost of 20. (a) [20 points] What output will the monopolist produce? (b) [10 points] What are consumer surplus, monopoly profits, and deadweight loss? (c) [10 points] Suppose the monopolist’s costs rise to 90. What are consumer surplus, monopoly profits, and deadweight loss now? Please help to explain part (c).
A monopoly is facing inverse demand given by P = 40−0.5Q and marginal cost given by...
A monopoly is facing inverse demand given by P = 40−0.5Q and marginal cost given by MC = 7+0.1Q. Illustrate these on the graph and answer the questions below. (a) If the monopolist is unable to price discriminate, what is the profit-maximizing quantity? What is the price? What is consumer surplus? Producer surplus? Deadweight loss? (b) Suppose instead the monopolist is able to perfectly price discriminate. How many units will be sold? What is consumer surplus? Producer surplus? Deadweight loss?
given the inverse demand function P = 40 - Q and a constant marginal cost of...
given the inverse demand function P = 40 - Q and a constant marginal cost of 10, what is the profit maximizing price? please show step by step to solve
Assume the inverse demand curve a monopoly faces is p = 100 - 2Q, and MC...
Assume the inverse demand curve a monopoly faces is p = 100 - 2Q, and MC is constant at 16. Find the monopoly’s profit maximization output. Find the monopoly’s profit maximization price. Find the monopoly’s maximum profit. Find the monopoly’s deadweight loss. Please show work for parts c and d
A single firm produces widgets, with a cost function and inverse demand function as follows, C(q)...
A single firm produces widgets, with a cost function and inverse demand function as follows, C(q) = 150 + 2q P(Qd) = 10 ? 0.08Qd (a) Calculate the monopolist’s profit-maximizing price, quantity, and profit if he can charge a single price in the market (single price monopolist). (b) Suppose the firm can sell units after your answer to (a) at a lower price (2nd-degree price discrimination, timed-release). What quantity will be sold for what price in this second-tier market? Calculate...
Assume that the inverse demand function for a good is P = 40 – 2Q. A...
Assume that the inverse demand function for a good is P = 40 – 2Q. A monopolist retailer has exclusive rights to sell this good. A monopolist manufacturer sells the good to the retailer at price R. The retailer has an additional marginal cost equal to $2 per unit. The manufacturer’s marginal cost is $4 per unit. a. Assume that the two firms remain independent. Determine the value of R charged by the manufacturer. b. Now assume that the two...
2. The market for a good has an inverse demand curve of p = 40 –...
2. The market for a good has an inverse demand curve of p = 40 – Q and the costs of producing the good are defined by the following total cost function: TC = 100 + 1.5Q2. a. If this good is produced in a monopoly market, provide a graph of the demand curve, marginal revenue curve and marginal cost curve. Then calculate the equilibrium output and price . b. Calculate the price elasticity of demand at the equilibrium price...
2. The market for a good has an inverse demand curve of p = 40 –...
2. The market for a good has an inverse demand curve of p = 40 – Q and the costs of producing the good are defined by the following total cost function: TC = 100 + 1.5Q2. a. If this good is produced in a monopoly market, provide a graph of the demand curve, marginal revenue curve and marginal cost curve. Then calculate the equilibrium output and price. b. Calculate the price elasticity of demand at the equilibrium price and...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT