Question

Consider a perfectly competitive market with demand Q=1,000-4P. The marginal cost for each firm in the...

Consider a perfectly competitive market with demand Q=1,000-4P. The marginal cost for each firm in the market is constant at MC=4.

  1. Determine the competitive equilibrium price and quantity. .
  2. Graph demand, supply, and the equilibrium found in part A).
  3. Determine consumer surplus, producer surplus, and total surplus.
  4. Is consumer surplus or producer surplus equal to zero? Why or why not?
  5. Is this question representative of a long or short-run perfectly competitive market? How do you know?

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
1. Answer each of the following statements True/False/Uncertain. Give a full explanation of your answer. A...
1. Answer each of the following statements True/False/Uncertain. Give a full explanation of your answer. A fully labeled graph is a welcome addition to any answer (if applicable), though it is not necessary.                                                                                                 A) In the short-run, average variable cost converges to average total cost as output increases. B) The tragedy of the commons states that individuals will overproduce a common                       resource. C) When evaluating social welfare, a government must take a subjective stance on what...
The market for bauxite is perfectly competitive. Market inverse demand is given by PD(Q)=500-Q, where price...
The market for bauxite is perfectly competitive. Market inverse demand is given by PD(Q)=500-Q, where price is measured in dollars per ton and Q is measured in million of tons. Market inverse supply of bauxite is PS(Q)=100+Q, where price is measured in dollars per ton and Q is measured in millions of tons. -Calculate the equilibrium price and quantity in this market. Represent your solution using a graph. -Calculate producer and consumer surplus. Identify consumer and producer surplus on a...
Consider a perfectly competitive market where the market demand curve is given by Q = 76−8P...
Consider a perfectly competitive market where the market demand curve is given by Q = 76−8P and the market supply curve is given by Q=−8+4P. In the situations (e), determine the following items (i-viii) (e) A market with price floor F = 6. i) The quantity sold in the market. ii) The price that consumers pay (before all taxes/subsidies). iii) The price that producers receive (after all taxes/subsidies). iv) The range of possible consumer surplus values. v) The range of...
A perfectly competitive constant-cost industry has a large number of potential entrants. Assume that each firm...
A perfectly competitive constant-cost industry has a large number of potential entrants. Assume that each firm minimizes its LRAC at an output of 20 units and at an average cost of $10/unit and has an upward sloping MC curve. Market demand is given by QD = 1500 – 50P. a. Draw a LR graph representing each firm, including the LR equilibrium price, quantity, and profit. b. Draw a graph of the LR demand and supply for the market, including the...
The market demand curve for soy beans is estimated to be Qd = 80 – 4P...
The market demand curve for soy beans is estimated to be Qd = 80 – 4P and the market supply curve is given by Qs = 4P. Show your work so I know what equations you are using. a. Assume that this industry is perfectly competitive. What is the EQM P and EQM Q of soybeans? b. Calculate the consumer and producer surplus (CS and PS) at the perfect competitive equilibrium. Now assume that this industry is monopolized. Show your...
A firm operates in perfectly competitive markets with the following demand and cost functions: TC=0.5Q2+100Q+50 Q=1000-4P...
A firm operates in perfectly competitive markets with the following demand and cost functions: TC=0.5Q2+100Q+50 Q=1000-4P a) What is the long-run equilibrium price and quantity in the market? b) How many firms are there in the industry in the long-run?
Suppose the market demand function is Q = 120 – 2P, and the marginal cost (in...
Suppose the market demand function is Q = 120 – 2P, and the marginal cost (in dollars) of producing the product is MC = Q, where P is the price of the product and Q is the quantity demanded and/or supplied. How much would be supplied by a competitive market? (Hint: In a perfect competition, the profit maximization condition is MR=P=MC) Compute the consumer surplus and producer surplus. Show that the economic surplus is maximized.
Consider a perfectly competitive market with Market demand function: ?? = 1000 − 2? Market supply...
Consider a perfectly competitive market with Market demand function: ?? = 1000 − 2? Market supply function: ?? = 2? a. Suppose there is no sales tax. What is the equilibrium price and equilibrium quantity? What is the consumer surplus and producer surplus? b. Now suppose the government imposes a sales tax of $50 per unit on consumers. What is the new equilibrium price and equilibrium quantity? What is the new consumer surplus and producer surplus? What is the tax...
Consider a perfectly competitive market in the short-run with the following demand and supply curves, where...
Consider a perfectly competitive market in the short-run with the following demand and supply curves, where P is in dollars per unit and Q is units per year: Demand: P = 500 – 0.8Q Supply: P = 1.2Q Calculate the short-run competitive market equilibrium price and quantity. Graph demand, supply, and indicate the equilibrium price and quantity on the graph. Now suppose that the government imposes a price ceiling and sets the price at P = 180. Address each of...
The demand curve of a perfectly competitive product is described by the equation:     P =...
The demand curve of a perfectly competitive product is described by the equation:     P = $1000 – Q    where Q = thousands The supply curve is given by     P = $100 + 2Q     where Q = thousands Graph the demand and supply curves; use a grid size of 100. Calculate the equilibrium price and quantity (carefully state the units).  Find the consumer surplus CS, the producer surplus PS, and the deadweight loss DWL, carefully stating the units.