Question

The market for nutmeg is controlled by two small island economies, Penang and Grenada. The inverse...

The market for nutmeg is controlled by two small island economies, Penang and Grenada. The inverse market demand for bottled nutmeg is ? = 60 − 0.5?, where ? = ?P + ??. Here, ? is the total quantity produced, ?? is Penang’s quantity produced and Q? is Grenada’s quantity produced. The countries make their quantity choices independently and simultaneously. Neither Grenada nor Penang have fixed costs. Grenada produces nutmeg at a constant marginal cost of $12, and Penang produces nutmeg at a constant marginal cost of $10.

6.1. Find Grenada’s best-response (reaction) function.

6.2. Find Penang’s best-response (reaction) function.

6.3. Find the Cournot equilibrium quantity of nutmeg for each island.

6.4. What is the market price of nutmeg?

6.5. What is each firm’s profit? Explain why they are similar or different.

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
Two firms, A and B, are Cournot competitors facing the inverse market demand P = 5...
Two firms, A and B, are Cournot competitors facing the inverse market demand P = 5 - 0.001Q, where Q = qA + qB. Each firm has the same total cost function Ci = 2qi , i = A, B. a. (8) Write out the profit function of firm A, then derive the best response functions for A and B. (You only need to derive one best response function because A and B are identical.) Carefully graph the best response...
(Static Cournot Model) In Long Island there are two suppliers of distilled water, labeled firm 1...
(Static Cournot Model) In Long Island there are two suppliers of distilled water, labeled firm 1 and firm 2. Distilled water is considered to be a homogenous good. Let p denote the price per gallon, q1 quantity sold by firm 1, and q2 the quantity sold by firm 2. Firm 1 bears the production cost of c1 = 4, and firm 2 bears c2 = 2 per one gallon of water. Long Island’s inverse demand function for distilled water is...
Oligopoly and Monopolistic Competition. Please show work. The local steel market has an inverse demand function...
Oligopoly and Monopolistic Competition. Please show work. The local steel market has an inverse demand function for a metric ton of steel: P = 1450 - Q Donald and Justin are the only two steel miners in the market who sell metric tons of steel. They both have a constant marginal and average cost of $100 per metric ton. Both farmers simultaneously determine the quantity of steel they ar going to bring to the market. They do not conger beforehand,...
1. Consider a Cournot duopoly model with two firms, 1 and 2, selling the same product...
1. Consider a Cournot duopoly model with two firms, 1 and 2, selling the same product and facing the inverse market demand p(Q) = 270 - 4Q, where Q is the total quantity sold in the market. The firms have the same constant marginal cost c = 30. The firms simultaneously and independently decide how much to sell. (e) Suppose the two firms for a cartel and agree to maximizes total profit and divide it equally. Find the each firm’s...
Suppose that market ( inverse) demand is linear and given by p(y) = 120-y Two firms...
Suppose that market ( inverse) demand is linear and given by p(y) = 120-y Two firms compete in this market. Firm 1 has cost function ca(y) = 30y while its competitor, Firm B, has cost cb(y) = y2 i. Suppose that firm 1 is acting alone and acting as a monopolist. Find the market price and quantity sold assuring firm 1 maximizes its profits. ii. Suppose that both firms are Cournot competitors. Find the quantity produced by each firm and...
1. (Static Cournot Model) In Long Island there are two suppliers of distilled water, labeled firm...
1. (Static Cournot Model) In Long Island there are two suppliers of distilled water, labeled firm 1 and firm 2. Distilled water is considered to be a homogenous good. Let p denote the price per gallon, q1 quantity sold by firm 1, and q2 the quantity sold by firm 2. Firm 1 bears the production cost of c1 = 4, and firm 2 bears c2 = 2 per one gallon of water. Long Island’s inverse demand function for distilled water...
Consider the following market: Two firms compete in quantities, i.e., they are Cournot competitors. The firms...
Consider the following market: Two firms compete in quantities, i.e., they are Cournot competitors. The firms produce at constant marginal costs equal to 20. The inverse demand curve in the market is given by P(q) = 260 − q. a. Find the equilibrium quantities under Cournot competition as well as the quantity that a monopolist would produce. Calculate the equilibrium profits in Cournot duopoly and the monopoly profits. Suppose that the firms compete in this market for an infinite number...
2. Question 2 (50 marks) Consider two firms (A and B) engaging in Cournot Competition. Both...
2. Question 2 Consider two firms (A and B) engaging in Cournot Competition. Both firms face an inverse market demand curve P(Q)=700-5Q, where Q=qA+qB. The marginal revenue curve for firm A is MRA=700-10qA-5qB and the marginal revenue curve for firm B is MRB=700-10qB-5qA. The firms have identical cost functions, with constant marginal cost MC=20. A) Determine the profit function for firm A and firm B. B) Solve for the best-response functions of both firms. C) Determine the equilibrium quantities both...
3. Cournot model: Quantity competition in simultaneous move homogeneous product duopolyó explain in words. The market...
3. Cournot model: Quantity competition in simultaneous move homogeneous product duopolyó explain in words. The market for bricks consists of two firms that produce identical products. Competition in the market is such that each of the firms simultaneously and independently produces a quantity of output, and these quantities are then sold in the market at a price that is determined by the total amount produced by the two firms. Firm 2 has a patented technology that provides it with a...
Suppose there are two firms operating in a market. The firms produce identical products, and the...
Suppose there are two firms operating in a market. The firms produce identical products, and the total cost for each firm is given by C = 10qi, i = 1,2, where qi is the quantity of output produced by firm i. Therefore the marginal cost for each firm is constant at MC = 10. Also, the market demand is given by P = 106 –2Q, where Q= q1 + q2 is the total industry output. The following formulas will be...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT