The market supply in a competitive industry is p = Q and demand
is p = 100 - Q.
Production creates pollution with a social cost of $1 per unit of
output. In response to environmentalists,
the government creates a tax of $2 per unit.
(a) (9 points) Calculate the price and quantity for the competitive
equilibrium, the social optimum,
and the equilibrium with the tax.
(b) (9 points) Show these three points in a graph. Calculate the consumer surplus, producer
surplus, social cost, tax revenue and total welfare before and after the tax is imposed.
(c) (2 points) Is overall welfare improved or reduced by the
tax?
The market supply in a competitive industry is p = Q and demand is p =...
Suppose that in a perfectly competitive market, demand is given by Q=58.0-P and supply is given by Q=P-27.0. The government imposes a per-unit excise tax of $1 on the good. What is producer surplus after the tax is imposed? No units, no rounding.
Suppose that in a perfectly competitive market, demand is given by Q=59.0-P and supply is given by Q=P-28.0. The government imposes a per-unit excise tax of $1 on the good. What is consumer surplus after that tax is imposed? No units, no rounding.
Suppose an industry facing an inverse demand equation equal to P = 120 - 4Q faces a new pollution control law that shifts its constant marginal cost of production from C1 = 50 to C2 = 68. a) Compute the competitive market equilibrium price and output before regulation. b) Compute producer surplus, consumer surplus and social surplus before regulation. c) Compute the competitive market equilibrium price and output after regulation. d) Compute producer surplus, consumer surplus and social surplus after...
Consumer & Producer Surplus If QP = 450 - P and Q* = 2P - 150: a. Solve for the market equilibrium price (P) and market equilibrium quantity (Q*). (4 points) b. Solve for consumer surplus, producer surplus and total surplus. (4 points) 2. Welfare Effects of a Per Unit Tax Given the same demand and supply equations as in question #1, suppose the government imposes a per unit tax of $15: 22 a. Solve for the new equilibrium quantity...
3) Assume that the market for energy efficient window installations in San Diego is perfectly competitive. Quarterly inverse supply and inverse demand are: P 1200 3Q (Private MB) P 440Qs (Private MC) neighbors (lowering the overall price of electricity, reducing pollution, and so on) These external benefits to consumers are estimated to be EMB 2Q (the more windows installed, the more external benefit to installing more windows). a) Find the equilibrium price and quantity that will be produced in a...
3. The demand in a market is Q (P) 150-3P. The supply in the market is QS(P)- 3P- 30 (a) Find the competitive equilibrium in the market (P*, Q*) (b) Determine the levels of Consumer, Producer and Total Surplus in the competitive equilibrium (c) Consumption of the good leads to a negative externality. The external marginal benefit function is mbeQw . Draw a graph that shows the Demand, Supply and the Social Marginal Benefits. where measures units consumed in the...
1. Consider an industry with a supply function given by Q =−300 + 15P . The market demand function is given by P = $25 (a) Draw a diagram that shows producer surplus and variable cost at the equilibrium point. (make sure to indicate euilibrium quantity). (b) Compute the producer surplus and variable cost of the industry at the equilibrium point. (c) What’s the consumer surplus at the equilibrium price? Why? (d) What effect on consumer and producer surplus (welfare)...
Problem 4: Competitive markets, equilibriua, and surplus. The market demand is Q-15-P, and the market supply is Q-P/2. (a) Assume that the markct is perfectly compctitive. What are the cquilibrium price and (b) Assume that the market is perfectly competitive. What is the equilibrium consumer, (c) In order to support producers by i quantity? producer, and total surplus? tion quota of Q-4 units. What will the market clearing price be? At that price, g prices, the government imposes a produc-...
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If the inverse demand curve is P=200−Q and the marginal cost is constant at $20, how does charging the monopoly a specific tax of τ=$14 per unit affect the monopoly optimum and the welfare of consumers, the monopoly, and society (where society's welfare includes the tax revenue)? What is the incidence of the tax on consumers? As a result of the tax, the profit-maximizing quantity decreases by ____ units and the profit-maximizing price increases by $_____ (Enter numeric responses using...