Marginal Analysis of a Potential Pareto Improvement at 80,000 Tons of Bananas

Decision Rule for Reducing Output When Price is Below Marginal Social Cost

Evaluating a Potential Production Agreement

A chemical factory produces a product that sells for $100 per unit. The factory's marginal private cost for the last unit produced is $70. The production of this last unit creates pollution that causes $40 in damages to a nearby farm. Based on this information, which of the following statements correctly analyzes the potential for a mutually beneficial agreement to reduce output by this one unit?

A steel plant's production of its final ton of steel for the day generates $1,200 in revenue. The private cost to the plant for producing this ton is $1,150. This same ton of production releases pollutants that cause $60 in health and environmental damages to the local community. Based on this information, a mutually beneficial agreement can be reached where the community pays the plant to not produce this last ton of steel.

Determining the Bargaining Range for an Externality

Explaining the Conditions for a Mutually Beneficial Agreement

A factory's production process generates a negative externality for a nearby community. The factory sells its product at a market price of $150 per unit, and its marginal private cost for the last unit produced is $110. For a mutually beneficial agreement to be reached where the community compensates the factory to reduce its output by this last unit, which of the following conditions must be met?

A factory's production process creates a negative externality affecting a local community. To determine if a mutually beneficial, private agreement to reduce output by one unit is feasible, several key values must be compared. Match each analytical component below with its correct description in this context.

Negotiating an Externality Agreement

Calculating the Threshold for a Mutually Beneficial Agreement

A paper mill sells paper at $500 per ton, with a marginal private cost of $420 for the last ton produced. This production causes $120 in damages to a downstream fishery. For a mutually beneficial agreement to be reached, the fishery must pay the paper mill an amount greater than the mill's lost profit but less than the fishery's gain from the reduction. The maximum amount the fishery would be willing to pay to prevent the production of this last ton is $____.

Determining the Optimal Extent of Output Reduction