D Refer to Figure 1 above. In class, we assumed that firm revenue was constant over N and solved for the profit-maximizing number of firms. I suggest you draw the graph we drew in class before you answer this question. Assuming nothing else is changing, how would the profit-maximizing number of firms change if firm revenue was decreasing in N? It would stay the same O it would decrease it would increase Question 4 Refer to Figure 1 above. Now consider a different change in the profit-maximization problem you just did in the previous question. You can assume that revenue is constant or decreasing in N to answer the question, as long as you hold that assumption constant as you evaluate this new change. Assuming nothing else is changing, how would the profit-maximizing number of firms change if Curve 1 in 1 Figure 1 shifted down (.e. to the right), but the slope stayed the same. It would stay the same It would increase It would decrease
D Refer to Figure 1 above. In class, we assumed that firm revenue was constant over N and solved for the profit-maximizing number of firms. I suggest you draw the graph we drew in class before you answer this question. Assuming nothing else is changing, how would the profit-maximizing number of firms change if firm revenue was decreasing in N? It would stay the same O it would decrease it would increase Question 4 Refer to Figure 1 above. Now consider a different change in the profit-maximization problem you just did in the previous question. You can assume that revenue is constant or decreasing in N to answer the question, as long as you hold that assumption constant as you evaluate this new change. Assuming nothing else is changing, how would the profit-maximizing number of firms change if Curve 1 in 1 Figure 1 shifted down (.e. to the right), but the slope stayed the same. It would stay the same It would increase It would decrease
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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
Transcribed Image Text:### Explanation of Industrial Clusters:
In our recent class, we discussed the concept of clothing makers concentrating (clustering) around a button maker. Below is a graph (Figure 1) that helps illustrate this concept.
#### Figure 1: Graph Details
- **Axes**: The graph uses two axes. The vertical axis is labeled **S**, and the horizontal axis is labeled **N**.
- **Curves**: The graph contains two curves:
- **Curve 1**: This curve has a positive slope, meaning it rises from left to right.
- **Curve 2**: This curve has a negative slope, meaning it falls from left to right.
The intersection of Curve 1 and Curve 2 represents an equilibrium point in the context of our discussion on industrial clusters, where "N" signifies the number of firms in the cluster.
#### Important Considerations
Understanding the dynamics of these curves can help explain how clusters of clothing makers develop around a central button maker, influenced by factors such as resource availability, labor supply, and economic incentives.
**Use this information to answer the questions that follow below:**
- How might the concentration of firms (N) affect the supply (S) in the cluster?
- What factors could lead to a rightward or leftward shift in these curves?
These questions are designed to deepen your understanding of industrial clustering and the economic principles that underpin such phenomena.

Transcribed Image Text:---
### Question 3
**Refer to Figure 1 above.**
In class, we assumed that firm revenue was constant over N and solved for the profit-maximizing number of firms. I suggest you draw the graph we drew in class before you answer this question.
Assuming nothing else is changing, how would the profit-maximizing number of firms change if firm revenue was decreasing in N?
- It would stay the same
- It would decrease
- It would increase
---
### Question 4
**Refer to Figure 1 above.**
Now consider a different change in the profit-maximization problem you just did in the previous question. You can assume that revenue is constant or decreasing in N to answer the question, as long as you hold that assumption constant as you evaluate this new change.
Assuming nothing else is changing, how would the profit-maximizing number of firms change if Curve 1 in Figure 1 shifted down (i.e. to the right), but the slope stayed the same?
- It would stay the same
- It would increase
- It would decrease
---
Note: The reference to Figure 1 indicates there is a graph that illustrates the relationship between firm revenue and the number of firms (N). However, Figure 1 is not included in the provided text. The graph likely shows revenue on the vertical axis and the number of firms (N) on the horizontal axis.
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