Question

Assume a perfectly competitive market without externalities. Market Demand is given by P=80-Q and Market Supply...

Assume a perfectly competitive market without externalities. Market Demand is given by P=80-Q and Market Supply is given by P=Q+10. The government imposes a per-unit tax of t=10 which the buyer pays. What is market price? Enter a number only, no $ sign.

Homework Answers

Answer #1

Given, Demand curve, P = 80 - Q

Supply P = Q + 10

Government imposed a tax of $ 10 per unit.

The price received by sellers will be less than the price paid by buyers. Let us assume price paid by buyers is P then the price received by sellers will be

New, supply curve

P - 10 = Q + 10

=> P = Q + 20

Now equate demand with supply

80 - Q = Q + 20

=> 2Q = 60

=> Q* = 30 units

=> P* = $ 50 per unit

Price paid by buyers = $ 50 per unit

Price received by sellers = $ 40 per unit

Market price = $ 50 per unit

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
Assume a perfectly competitive market without externalities. Market Demand is given by P=60-Q and Market Supply...
Assume a perfectly competitive market without externalities. Market Demand is given by P=60-Q and Market Supply is given by P=Q+2. The government imposes a per-unit tax of t=4 which the seller pays. What is market price? Enter a number only, no $ sign.
The market for apples is perfectly competitive, with the market supply curve is given by P...
The market for apples is perfectly competitive, with the market supply curve is given by P = 1/8Q and the market demand curve is given by P = 40 – 1/2Q. a. Find the equilibrium price and quantity, and calculate the resulting consumer surplus and producer surplus. Indicate the consumer surplus and producer surplus on the demand and supply diagram. b. Suppose the government imposes a 10 dollars of sale tax on the consumer. What will the new market price...
The demand function for a product is given by p=80-0.5Q and the supply function is p=50+0.25Q,...
The demand function for a product is given by p=80-0.5Q and the supply function is p=50+0.25Q, where p is the price and Q is the quantity. Suppose that the government impose a tax of $15 on every unit sold. a) Find equilibrium price and quantity before imposing the tax. b) Find price of buyer and seller and the quantity sold in the market after tax. c) Find the tax burden on buyer and seller. d) Find government revenue and deadweight...
Q#3: Externalities The Demand curve for parking lots is given by P=1000-Q.The supply of parking spots...
Q#3: Externalities The Demand curve for parking lots is given by P=1000-Q.The supply of parking spots in a city is associated with increasing external costs. While the private supply curve is given by P=Q (where P denotes price and Q quantity), the social supply curve is P=2Q. Now assume the city imposes a Pigou Tax on the supply. Calculate the remaining deadweight loss. Rounded up or down to the next closest integer. (2 pts)
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...
Consider a perfectly competitive market in which the market demand curve is given by Qd =...
Consider a perfectly competitive market in which the market demand curve is given by Qd = 10 – 2Pd, and the market supply curve is given by QS = 2PS. a. ) Find the equilibrium price and quantity in the absence of government intervention. Graph it. B.) Suppose the government imposes a price ceiling of $3 per unit. How much is supplied? C.) Suppose, as an alternative, the government imposes a production quota limiting the quantity supplied to six units....
Given the following inverse demand and supply functions: P = 44 – 2QD P = 12...
Given the following inverse demand and supply functions: P = 44 – 2QD P = 12 + 2QS (a) Determine the equilibrium quantity and the equilibrium price. (b) If the government imposes a $8/unit tax on the seller, determine the after tax equilibrium quantity and price. How much of the tax is paid by the seller and the buyer? (c) If the government now imposes a $10/unit tax on the buyer instead, determine the after tax equilibrium quantity and price....
15) In a competitive market, the market supply and market demand functions are given by QS...
15) In a competitive market, the market supply and market demand functions are given by QS = 4p and QD = 100 ? p respectively. The government imposes a $10 tax per unit traded in the market. How much revenue does the tax generate for the government in the short run? a) ..........$0 b) ..........$800 c) ...........$720 (+) d) ...........$700 e) ...........$820 16) Refer to question 15. How much revenue does the tax generate for the government in the long...
2. Cost pass-through in the perfectly competitive market Consider a perfectly competitive market in which the...
2. Cost pass-through in the perfectly competitive market Consider a perfectly competitive market in which the demand function is q = 100 – 4 p and the supply function is q = - 20 + 2 p. Calculate the market equilibrium price and quantity. Calculate the price elasticity of demand, η, and the price elasticity of supply, ε, at the market equilibrium. Calculate the percentage of pass-through P by using the formulae P = ε/(ε-η). Now, suppose due to government...
Consider a perfectly competitive market for rental housing. The monthly (inverse) demand and supply functions for...
Consider a perfectly competitive market for rental housing. The monthly (inverse) demand and supply functions for rental units are given by P = 70 – 0.7QD & P = 10 + 0.3QS, where P is monthly rent, and Q is the number of rental units. Note: Each numerical value MUST be rounded to ones. ex) 34.3 --> 34 or 1.5 --> 2 Part a) Using the given inverse functions above, compute the equilibrium price and quantity. Q* = P* =...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT