Negotiating an Externality

A factory's production process creates a negative externality for a nearby community. The factory operates at its private profit-maximizing level of output. Why does this specific situation create an opportunity for a mutually beneficial agreement between the factory and the community?

Inefficiency and the Potential for Mutual Gain

Evaluating a Solution to a Negative Externality

A factory's production process imposes a negative cost on a local community. The factory, acting in its own self-interest, produces at a level where its profit is maximized. At this level of output, the factory's profit is $800, and the total cost imposed on the community is also $800. If the factory were to reduce its output to the socially optimal level, its profit would fall to $600, and the cost to the community would fall to $200. Assuming the factory and the community can negotiate without cost, which of the following describes a compensatory payment from the community to the factory that would make both parties better off than they are at the factory's initial, self-interested production level?

When a firm's private production decision results in a negative externality, any negotiated agreement to reduce output to the socially optimal level will inevitably make the firm worse off than it was at its initial, profit-maximizing position.

Analyzing Externalities and Negotiation Potential

A chemical factory's production pollutes a river, harming a downstream fishery. The factory, acting on its own, produces at a level that maximizes its private profit, but this creates a cost for the fishery. This situation is inefficient from a societal perspective. Match each concept below to its correct description within this context.

Calculating the Gains from Negotiation

A manufacturing plant's production process generates air pollution, which damages the crops of an adjacent farm. The plant operates at its private profit-maximizing output level. It is determined that a reduction in the plant's output would decrease the farm's damages by $1,000 and reduce the plant's profit by $700. If the two parties can negotiate costlessly, which of the following describes the range of compensatory payments from the farm to the plant that would result in a mutually beneficial agreement to reduce output?