suppose a market demand for a resource is p=200-4Q and supply is p=80+2Q 1)what's the equation...
1. Demand curve: P = $100 – 2Q Supply curve: P = $10 + 4Q If a tax of $30 per unit is imposed in this market, the dollar price paid by buyers will be: (show the math) a. 10 b. 20 c. 40 d. 60 e. 80
Demand: P = 50 - 4Q Supply: P = 2 + 2Q what is the equilibrium price and quantity
2. Suppose the demand and supply of a good are given as P = 80 - 2Q and P=20 + 4Q (a) Calculate the equilibrium price and quantity, algebraically. (b) Suppose a per unit tax of $12.00 is levied on sellers, show graphically the effect of this per unit tax on the equilibrium price and quantity if any in the market.
Suppose you are given the following Supply and Demand equations. P=80-Q P=20+2Q How much would producers be willing to pay lobbyists to get the government to establish a price floor at $70?
The (inverse) demand curve for the segment of the market with strong demand is P = 200 - 2Q. The demand curve for the segment of the market with weaker demand is 150 - 2Q. Using second degree price discrimination, what price would you charge the segment of the market with strong demand?
A firm faces a demand curve given by the equation P = 80 – 2Q. Its marginal cost of production is $20 per unit. a. Find the profit-maximizing price and quantity. b. Suppose that the firm contemplates issuing a $10-off coupon. Assume that consumers who would purchase at a price $50 or more never redeem coupons. Consumers who do not purchase at $50 or more always redeem coupons. By how much would the firm’s profits change if it issues this...
A nonrenewable resource stock of 200 units Two periods Demand in the first period (period 0) is p 0 =300-q 0 Demand in the second period (period 1) is p 1 =400-2q The marginal extraction cost is zero. Competitive industry, profit maximizing firms 1 a. Draw the 2-period graph for this case. On your graph, label the values of all vertical intercepts for the two demand curves (1 pt.) b. State the value of the quantity that would be extracted...
5. Suppose the demand for flu shots can be described by the inverse function P=80-Q and the inverse supply curve is given as P=8+2Q. What is the market equilibrium price and quantity in this market? Suppose that flu shots generate consumption externalities such that the marginal social benefit is given by the equation MSB=80 - 12Q. What are the values of Price and Quantity that maximize social welfare/surplus? Is there over- or under consumption of flu shots? What is the...
The supply curve for T-shirts is given by the equation P = 4Q+2. The demand curve is given by the equation P = 20-5Q. Suppose that the government imposes a sales tax of $9 per T-shirt. What is the equilibrium price for the buyer? And what is the equilibrium price for the seller?
Problem 3: A market with a monopoly producer has inverse demand P = 120 - 2Q (which gives marginal revenue MR = 120 - 4Q). The monopolist has marginal costs are MCQ) = 4Q and no fixed costs. a) What is the monopolist's producer surplus when it charges the profit maximizing uniform price. b) What is the deadweight loss due to monopoly in this market? c) What would the monopolist's producer surplus be if it could engage in first degree...