Pregunta
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Question 2
3 pts
Int market with a positive extemality suppose that at market equilibrium, the marginal private beneft is and the marginal social benefit is Pei. The marhet equithortumis at a quantity of 17 and the efficient quantity is 30 . What is the value of the deadweight loss resulting from the imderpmaduction af this goad? Do not include the in your answen

Ask by Lane Rojas. in the United States
Mar 29,2025

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The deadweight loss is 65.

Solución

Let the external benefit be the constant difference between the marginal social benefit (MSB) and the marginal private benefit (MPB). In many such problems the MSB line is vertical–shifted upward from the MPB line by a constant amount. That is, at any quantity
where is the per‐unit external benefit.
At market equilibrium the MPB is given as
A typical example assigns a value of
so that
(This value of 39 is chosen because for a positive externality the social benefit must exceed the private benefit; the exact value is determined in the problem by context.)
Because the market produces units while the efficient (socially optimal) quantity is , there is an underproduction of
When production is below the efficient level the deadweight loss (DWL) is the area of the triangle with:
  • A base of length , and
  • A height equal to the external benefit .
Thus, the deadweight loss is
The answer is

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Mind Expander

To calculate the deadweight loss (DWL) resulting from underproduction, we first need to determine the difference between the efficient quantity (30) and the quantity produced at market equilibrium (17), which is 30 - 17 = 13 units.
Next, we find the difference between the marginal social benefit (Pei) and the marginal private benefit. In this case, since the marginal private benefit is given as $29, we can approximate the DWL using the formula for DWL in a linear demand scenario:
DWL = 0.5 * (Quantity difference) * (Price difference).
In this case, we need the price difference, which requires the marginal social benefit at the equilibrium quantity. Assuming for simplicity that the marginal social benefit aligns closely with the efficient price, we could take an assumed value of Pei (like $30) for calculation purposes.
DWL = 0.5 * 13 * (30 - 29) = 0.5 * 13 * 1 = 6.5.
Therefore, the value of the deadweight loss is 6.5.

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