nere S1 Consider the market for trees in a public forest, illustrated in the figure to the right, D, is marginal private benefit. Trees are an example of a common resource Suppose that the use of trees in a public forest generates a negative externality of $75 per unit. If so, then according to the figure, the optimal quantity of trees in a public forest for society is response as an integer.) units. (Enter your
nere S1 Consider the market for trees in a public forest, illustrated in the figure to the right, D, is marginal private benefit. Trees are an example of a common resource Suppose that the use of trees in a public forest generates a negative externality of $75 per unit. If so, then according to the figure, the optimal quantity of trees in a public forest for society is response as an integer.) units. (Enter your
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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Transcribed Image Text:**Title: Understanding the Market for Trees in Public Forests**
**Introduction:**
In this educational module, we will explore the market dynamics for trees in a public forest. We will examine the relationship between marginal private cost and marginal private benefit, specifically focusing on the impact of externalities.
**Text Content:**
Consider the market for trees in a public forest, illustrated in the figure to the right, where \( S_1 \) is the marginal private cost and \( D_1 \) is the marginal private benefit.
Trees are an example of a **common resource**.
Suppose that the use of trees in a public forest generates a negative externality of $75 per unit.
If so, then according to the figure, the optimal quantity of trees in a public forest for society is \(\_\_\_\) units. (Enter your response as an integer.)
**Graph Explanation:**
*The Graph:*
- The graph on the right shows the relationship between the price of trees in a public forest per ton and the quantity of trees.
- The x-axis represents the "Quantity of trees in a public forest" ranging from 0 to 13 units.
- The y-axis represents the "Price of trees in a public forest (per ton)" ranging from $0 to $600.
*Lines on the Graph:*
- The upward-sloping line labeled \( S_1 \) represents the marginal private cost.
- The downward-sloping line labeled \( D_1 \) represents the marginal private benefit.
- The intersection of these two lines indicates the market equilibrium without considering externalities.
**Conclusion:**
The graph and accompanying text provide a framework for understanding how external costs, like negative externalities, impact the optimal consumption of common resources. By adjusting for the $75 externality, one can determine the socially optimal quantity of trees needed in the public forest.
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