Determining Optimal Pollution Reduction
Based on the provided scenario, what is the optimal number of tons of pollution the agency should require the factory to reduce? Explain your reasoning using the principle of comparing marginal costs and benefits.
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Introduction to Macroeconomics Course
Ch.8 Economic dynamics: Financial and environmental crises - The Economy 2.0 Macroeconomics @ CORE Econ
The Economy 2.0 Macroeconomics @ CORE Econ
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Introduction to Microeconomics Course
Analysis in Bloom's Taxonomy
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A city is experiencing significant air pollution from traffic. A policymaker proposes a complete ban on all private vehicle use within the city center to eliminate this pollution entirely. From an economic perspective focused on maximizing society's total well-being, what is the most significant potential flaw in this proposal?
Determining Optimal Pollution Reduction
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A government agency is analyzing the costs and benefits of reducing emissions from a local factory. The table below shows the marginal social cost and marginal social benefit for different levels of pollution reduction.
Pollution Reduction (tons) Marginal Social Cost ($) Marginal Social Benefit ($) 10 2,000 10,000 20 4,000 8,000 30 6,000 6,000 40 8,000 4,000 50 10,000 2,000 To maximize the total net benefit to society, what level of pollution reduction should the agency aim for?
A government has implemented a policy to reduce industrial emissions. If it is discovered that the marginal cost to society of the last ton of emissions reduced is greater than the marginal benefit to society from that reduction, this indicates that the current policy is not stringent enough and should be tightened to further decrease emissions.
A government is evaluating its policies for reducing industrial pollution. Match each economic scenario with its correct policy implication for maximizing social well-being.
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A city government implemented a tax on single-use plastic bags, which successfully reduced their use. A new study reveals that at the current level of bag reduction, the additional societal benefit gained from eliminating one more bag is now significantly less than the additional societal cost (in terms of price and inconvenience) of doing so. Based on this information, which of the following actions would move the city closer to an economically optimal outcome?