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An apple grower’s orchard provides nectar to a neighbor’s bees, while the beekeeper’s bees help the apple grower by pollinating his apple blossoms. Use Figure 4.5b to explain why this situation of dual positive externalities might lead to an underallocation of resources to both apple growing and beekeeping. How might this underallocation get resolved via the means suggested by the Coase theorem?

Short Answer

Expert verified

The dual externalities are not reflected in the demand curve for each of the two goods (apple and beekeeping); only the people getting private benefits (no external benefits) are demanding the good, which results in the underallocation of resources.

The Coase theorem suggests that the two parties should negotiate and establish a payment system to resolve the underallocation of resources.

Step by step solution

01

Step 1. Dual positive externalities leading to underallocation of resources

The dual positive externality in which the apple-growing helps the beekeeper, and the beekeeping helps the apple grower are the indirect benefits that are not captured while deciding the equilibrium level of output in each good’s market. Hence, the demand for apples and beekeeping is lower compared to their socially desirable levels.

Considering a general case as shown in the diagram below, the demand curve D (apples or beekeeping) is too low compared to the total benefit demand curve, Dt, which includes both private and external benefits.

Given the supply curve, the lower demand curve results in a lower level of equilibrium at point “x,” where the output level is Qe. The difference between optimal level Q0 and Qe is that the market is underproducing the good. Hence, there is an underallocation of resources occurring due to distorted incentives (exclusion of consumers who receive external benefits). The triangle “xyz” gives the efficiency loss.

02

Step 2. Resolving the problem of underproduction using Coase theorem

The beekeeper and the apple grower know about the external benefits they receive from each other’s economic activities. They can use private bargaining and can collectively decide the payment systems to avoid free riding. In this way, both will produce the optimal output level as the external benefits are now incorporated in the form of a payment mechanism.

Thus, the apple grower should pay the beekeeper for the pollination, and the beekeeper should pay for the nectar produced by the bees using apples. This is called the Coase theorem, where two parties enter into mutually agreeable solutions without government interference to correct the externality.

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Most popular questions from this chapter

What information does a government need if it wants to attempt to reduce a widespread negative externality like air pollution? Who, typically, is actually in possession of that information? How do markets in tradable emissions permits solve the asymmetric information problem affecting pollution abatement efforts?

People drive faster when they have auto insurance. This example illustrates

  1. adverse selection.
  2. asymmetric information.
  3. moral hazard.

Look at Tables 4.1 and 4.2 together. What is the total surplus if Bob buys a unit from Carlos? If Barb buys a unit from Courtney? If Bob buys a unit from Chad? If you match up pairs of buyers and sellers so as to maximize the total surplus of all transactions, what is the largest total surplus that can be achieved?

PersonMaximum willingness to pay (\()
Actual price (\))

Consumer surplus (\()
Bob1385 (=13-8)
Barb1284 (=12-8)
Bill1183 (=11-8)
Bart1082(=10-8)
Brent981 (=9-8)
Betty880(=8-8)
PersonMinimum acceptable price (\))
Actual price (\()
Consumer surplus (\))
Carlos385 (=8-3)
Courtney
484 (=8-4)
Chuck
583 (=8-5)
Cindy
682 (=8-6)
Craig
781 (=8-7)
Chad
880 (=8-8)

Efficiency losses _______________

  1. are not possible if suppliers are willing to produce and sell a product.
  2. can result only from underproduction.
  3. can result only from overproduction.
  4. none of the above

Use the ideas of consumer surplus and producer surplus to explain why economists say competitive markets are efficient. Why are below- or above-equilibrium levels of output inefficient, according to these two ideas?

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