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For firm 1, the marginal private benefit of pollution equals MB1 = 120 − 3q1. For firm 2, the marginal benefit of pollution equals MB2 = 80 − q2. Assume the marginal private cost of polluting is 0 in the absence of a tax.
- Some smart people have determined the socially optimal quantity of pollution is Q = q1 + q2 = 52. Assuming pollution is efficiently allocated between the firms, how much does each firm emit? Hint: Think about how you would determine the socially optimal quantity using marginal analysis.
- What tax results in 52 units of pollution?
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- A confectioner and a music producer shares the same building. The confectioner uses machines while the music producer's productivity increases if there is less noise. The table below shows the benefits to the confectioner and the music producer. For example, if the confectioner installs an additional machine, her benefits increases to $100 while the benefits of the music producer reduces to $40. Coase argued that private solutions to externalities is possible between parties, is the confectioner wants to install the new machinery and noone has property rights, what is the maximum compensation possible? Enter your answers without any decimals. Benefits Вепefits Current Machine New Machine Confectioner 60 100 Music Producer 70 40Q. 3 in a small town, a paper mill discharges wastewater to the river, causing water pollution. suppose MD=3E and MAC= 40-2E. calculate the following and illustrate your answers with graphing: a) socially efficient level of emissions? what is total social cost related to this level of emission? b) consider a liability law requiring the polluter to compensate for all the damages caused. what is the polluter's optimal choice of emission level? what is total compliance cost at this level? c) consider an Emission standard set at the efficient level. what is polluters total compliance cost at this level? d) consider an emission tax policy. what is the optimal tax rate to achieve the efficienct emission level? what is polluter's total compliance cost at this level? e) consider an abatement subsidy policy. what is the optimal subsidy rate to achieve the efficienct emission level; what is polluters net receipt at this level?Two firms are ordered by the federal government to reduce their pollution levels. Firm A’s marginal costs associated with pollution reduction are MC = 150 + 3Q. Firm B’s marginal costs associated with pollution reduction is MC = 9Q. The marginal benefit of pollution reduction is MB = 250-4Q. A.What is the socially optimal level of each firm’s pollution reduction? B. Compare the social efficiency of three possible outcomes: Require all firms to reduce pollution by the same amount (half of the total calculated in part a); Charge a common tax per unit of pollution; Require all firms to reduce pollution by the same amount, but allow pollution permits to be bought and sold
- The diagram to the right illustrates the market for outdoor concert tickets in a park in the middle of a residential area in a particular town. Ticket prices are measured in dollars (the grid is drawn for $2.50 increments) and ticket quantities are measured in thousands. The locals are not happy about the increased traffic congestion and noise that accompany each concert. Note that supply curve S, represents the marginal private cost of the concerts. What is the cost of the externality $55- $50- $45- per concert ticket? $40- ..... The cost of the externality is $ per concert ticket sold. $35- (Round to the nearest cent as needed.) $30.00 $30+ $25- $20.00 $20- ........ $15- $10- $5- 10 15 $0- 10 15 20 30 Q of Tickets (Thousands) 25 P. .....Suppose that a local airport is near a residential neighborhood. To land at this airport, an airliner must pay $51. To soundproof the local homes, so residents do not hear airplanes all hours of the day, residents must pay $28. What is the private cost for a plane to land at this airport? What is the external cost of a plane landing at the airport? What is the social cost of a plane landing at the airport? F11 F12 F5 F6 F8 F9 F10 F7 F2 F3 F4 prt sNone
- 8.1 Suppose we have an agricultural valley 100 km by 50 km, with a polluting electricity power plant. The power plant causes pollution problems in a narrow strip of land downwind of the plant, and within this valley. 10 km in length and 500 m in width, but no problems outside of that area. The total effect of the pollution is to make crop land less productive. If we were to clean up the pollution, would we expect land prices to increase? Where? Would we expect wages to decline? Would the changes in land prices and/or wages fully reflect the benefits of cleaning up the pollution? Why or why not?The figure below shows the market for a chemical, of which the production causes certain negative externalities in the form of pollution. Define MCP = marginal private cost, MCS = marginal social cost, D = market demand, P = price, and Q = quantity. 4 10 (a) (b) (c) (d) 100 P MC, ML D If the market is competitive, what is the equilibrium price and quantity? Is this equilibrium outcome socially optimal? In terms of the areas denoted by A, B, and C, what is the deadweight loss to society if the market is competitive? What can the government do to achieve the socially optimal level of pollution?QUESTION 5 Firms A and B each produce 80 units of pollution. The federal government wants to reduce pollution levels. The marginal costs associated with pollution reduction are MCA = 50 + 3QA for firm A and MCg = 20 + 6QB for firm B, where QA and QB are the quantities of pollution reduced by each firm. Society's marginal benefit from pollution reduction is given by MB = 590- 3Qtot where Qtot is the total reduction in pollution. The social optimum requires MB = MCA = MCg. Setting MCA =MCg and solving for QA in terms of QB, we have QA = QB - Setting MCB = MB, plugging in for QA in terms of QB, and solving for QB, 20 + 6QB = 590 - 3Qtot = 590 - 3(QA + QB) = QB. Hint: Type integers.
- The figure below shows the marginal benefit (demand) of polluting for two firms: Alpha and Beta. Before the introduction of a pollution tax, pollution is free, that is, MC = $0 per ton of emissions. Marginal Benefit (MB) to Firm Tax = $100 0 MB BETA MBALPHA 25 50 75 100 Emissions (tons) The government decides to impose a tax on pollution of $100 per ton of emissions. That is, the per-unit the tax is the marginal cost of polluting. Which of the follow are true? (Select all that are true.) a. As a result of the tax, the total emissions will decrease by 50 units b. The tax was intended to decrease production by 50 units for each firm. c. As a result of the tax, both firms will decrease emissions by the same amount d. After the tax is imposed, Firm Beta will emit 50 tons more pollution than Firm Alpha e. Before the tax is imposed, Firm Beta emitted more pollution than Firm Alpha f. As a result of the tax, total emissions from the two firms will be cut in half g. The amount of tax collected…Im confused on this question.QUESTION 16 Consider the following figure Price SMC PMC P. M H. Demand + Quantity Refer to the graph above. What area(s) represent(s) the victim's suffering if pollution permits (given for free to the firms) are implemented to fix the externality?