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Four firms located at different points on a river dump various quantities of effluent into it. The effluent adversely affects the quality of swimming for homeowners who live downstream. These people can build swimming pools to avoid swimming in the river, and the firms can purchase filters that eliminate harmful chemicals dumped in the river. As a policy adviser for a regional planning organization, how would you compare and contrast the following options for dealing with the harmful effect of the effluent: a. An equal-rate effluent fee on firms located on the river b. An equal standard per firm on the level of effluent that each can dump. c. A transferable effluent permit system in which the aggregate level of effluent is fixed and all firms receive identical permits.

Short Answer

Expert verified
All options have their pros and cons depending on the scenario. Equal-rate effluent fee may deter firms from polluting however doesn't account for firms' individual circumstances. Equal standard per firm may be unfair for companies that are inherently more polluting and doesn't consider different impact points. Transferable effluent permit system minimizes overall cost but may cause uneven distribution of pollution.

Step by step solution

01

Evaluate Equal-Rate Effluent Fee

Under the equal-rate effluent fee, all firms would be required to pay the same fee for the pollution they cause to the river. This would encourage the firms to reduce their pollution, since more pollution would lead to higher fees. However, this policy does not take into account the varying capabilities of different firms to reduce pollution or the varying impacts of pollution at different points in the river.
02

Evaluate Equal Standard Per Firm

An equal standard per firm would require each firm to limit their pollution to a certain level. This policy could be effective if all firms had similar capacities to reduce pollution. However, this policy may be unfair if some firms are inherently more polluting than others. This policy would also not take into account the varying impacts of pollution at different points in the river.
03

Evaluate Transferable Effluent Permit System

A transferable effluent permit system would cap the total amount of pollution allowed, and distribute permits equally among the firms. Firms that can reduce pollution cheaply would be incentivized to do so, selling their unused permits to firms for which reducing pollution is more expensive. This system would achieve the desired level of pollution, and do so in a way that minimizes the overall cost to the firms. However, it may lead to certain areas of the river being more polluted than others.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Effluent Fees
Effluent fees are charges that firms must pay for discharging pollutants into a river or any other natural body of water. The idea is simple: create a cost for pollution to encourage firms to reduce their emissions. The fee is usually set per unit of pollution discharged.
This method works by directly impacting a firm's bottom line. If a company wants to minimize costs, it will reduce its pollution to lower these fees.
Effluent fees have several advantages:
  • They provide a financial incentive for firms to innovate and lessen their pollution output.
  • The fees collected can be used to fund environmental initiatives or public amenities.
However, effluent fees are not without challenges:
  • A uniform fee might not reflect the different pollution reduction capabilities and costs faced by various firms.
  • The impact on the river can vary by location, and a flat fee does not account for this.
Pollution Control Policies
Pollution control policies encompass various strategies aimed at reducing environmental harm. The equal standard approach requires each firm to limit pollution up to a specific level regardless of its individual capacity to do so.
This policy ensures that a baseline environmental standard is met across all firms participating. It is designed to protect environmental and public health by ensuring that no single firm exceeds the prescribed pollution limit.
Benefits of equal standards include:
  • Simplicity and uniformity in enforcement and compliance.
  • Guaranteed reduction in pollution levels across firms.
However, such policies can fall short in areas like:
  • Fairness, as they might not consider the varying production outputs and pollution control costs across firms.
  • Flexibility, as they can stifle innovation by not allowing firms to develop their own cost-effective solutions.
Transferable Permits
Transferable permits, also known as cap-and-trade systems, are a market-based approach to pollution control. Under this system, the total allowable pollution level is capped, and permits are allocated to firms. These permits can be traded on a market, allowing firms that can reduce pollution more cheaply to sell their excess permits to those facing higher reduction costs.
The primary goal of this system is to achieve pollution reduction at the lowest economic cost. Incentives are built in for firms to innovate and become as efficient as possible in their pollution-reducing methods.
Key advantages include:
  • Flexibility, as firms have the choice to either reduce their pollution or purchase permits.
  • Efficiency, due to the market mechanism driving cost-effective pollution reduction.
Challenges of transferable permits may include:
  • Potential for localized pollution, as firms might choose to concentrate pollution in certain areas.
  • The need for effective monitoring and enforcement to prevent abuse of the system.

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Most popular questions from this chapter

Medical research has shown the negative health effects of "secondhand" smoke. Recent social trends point to growing intolerance of smoking in public areas. If you are a smoker and you wish to continue smoking despite tougher anti- smoking laws, describe the effect of the following legislative proposals on your behavior. As a result of these programs, do you, the individual smoker, benefit? Does society benefit as a whole? a. \(A\) bill is proposed that would lower tar and nicotine levels in all cigarettes. b. \(A\) tax is levied on each pack of cigarettes. c. \(A\) tax is levied on each pack of cigarettes sold. d. Smokers would be required to carry government issued smoking permits at all times.

The Georges Bank, a highly productive fishing area off New England, can be divided into two zones in terms of fish population. Zone 1 has the higher population per square mile but is subject to severe diminishing returns to fishing effort. The daily fish catch (in tons) in Zone 1 is \\[F_{1}=200\left(X_{1}\right)-2\left(X_{1}\right)^{2}\\] where \(X_{1}\) is the number of boats fishing there. Zone 2 has fewer fish per mile but is larger, and diminishing returns are less of a problem. Its daily fish catch is \\[F_{2}=100\left(X_{2}\right)-\left(X_{2}\right)^{2}\\] where \(X_{2}\) is the number of boats fishing in Zone \(2 .\) The marginal fish catch MFC in each zone can be represented as \\[\begin{array}{l} \mathrm{MFC}_{1}=200-4\left(\mathrm{X}_{1}\right) \\ \mathrm{MFC}_{2}=100-2\left(\mathrm{X}_{2}\right) \end{array}\\] There are 100 boats now licensed by the U.S. government to fish in these two zones. The fish are sold at \(\$ 100\) per ton. Total cost (capital and operating) per boat is constant at \(\$ 1000\) per day. Answer the following questions about this situation: a. If the boats are allowed to fish where they want, with no government restriction, how many will fish in each zone? What will be the gross value of the catch? b. If the U.S. government can restrict the number and distribution of the boats, how many should be allocated to each zone? What will be the gross value of the catch? Assume the total number of boats remains at 100. c. If additional fishermen want to buy boats and join the fishing fleet, should a government wishing to maximize the net value of the catch grant them licenses? Why or why not?

A computer programmer lobbies against copyrighting software, arguing that everyone should benefit from innovative programs written for personal computers and that exposure to a wide variety of computer programs will inspire young programmers to create even more innovative programs. Considering the marginal social benefits possibly gained by this proposal, do you agree with this position?

The market for paper in a particular region in the United States is characterized by the following demand and supply curves: \\[Q_{D}=160,000-2000 P \quad \text { and } \quad Q_{S}=40,000+2000 P\\] where \(Q_{D}\) is the quantity demanded in 100 -pound lots, \(Q_{S}\) is the quantity supplied in 100 -pound lots, and \(P\) is the price per 100 -pound lot. Currently there is no attempt to regulate the dumping of effluent into streams and rivers by the paper mills. As a result, dumping is widespread. The marginal external cost (MEC) associated with the production of paper is given by the curve \(\mathrm{MEC}=0.0006 \mathrm{Q}_{\mathrm{S}}.\) a. Calculate the output and price of paper if it is produced under competitive conditions and no attempt is made to monitor or regulate the dumping of effluent. b. Determine the socially efficient price and output of paper. c. Explain why the answers you calculated in parts (a) and (b) differ.

In a market for dry cleaning, the inverse market demand function is given by \(P=100-Q,\) and the (private \()\) marginal cost of production for the aggregation of all dry-cleaning firms is given by \(\mathrm{MC}=10+Q\). Finally, the pollution generated by the dry cleaning process creates external damages given by the marginal external cost curve \(\mathrm{MEC}=Q\). a. Calculate the output and price of dry cleaning if it is produced under competitive conditions without regulation. b. Determine the socially efficient price and output of dry cleaning. c. Determine the tax that would result in a competitive market producing the socially efficient output. d. Calculate the output and price of dry cleaning if it is produced under monopolistic conditions without regulation. e. Determine the tax that would result in a monopolistic market producing the socially efficient output. f. Assuming that no attempt is made to monitor or regulate the pollution, which market structure yields higher social welfare? Discuss.

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