If the firm is maximizing profits, profit is represented by the area:

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
Publisher:NEWNAN
Chapter1: Making Economics Decisions
Section: Chapter Questions
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**Graph Explanation:**

The graph shows various curves relevant to profit maximization in economics. The vertical axis represents "Price and Cost," while the horizontal axis represents "Quantity."

- **MC (Marginal Cost):** This curve is upward sloping and intersects both the AC and MR curves.
- **AC (Average Cost):** This curve is upward sloping, located above the MR curve, and intersects it.
- **MR (Marginal Revenue):** This is a straight horizontal line, which may represent constant revenue per additional unit sold.
- **Points of Intersection:**
  - At a quantity of "C," the MR curve intersects with both the MC and AC curves.
  - The distance from the price level at "A" to "B" is marked on the price axis.

**Question and Options:**  

Refer to the accompanying graph to answer the three questions that follow.

If the firm is maximizing profits, profit is represented by the area:

1. AxC
2. (A+B)xC
3. AxB
4. BxC
5. (A-B)xC
Transcribed Image Text:**Graph Explanation:** The graph shows various curves relevant to profit maximization in economics. The vertical axis represents "Price and Cost," while the horizontal axis represents "Quantity." - **MC (Marginal Cost):** This curve is upward sloping and intersects both the AC and MR curves. - **AC (Average Cost):** This curve is upward sloping, located above the MR curve, and intersects it. - **MR (Marginal Revenue):** This is a straight horizontal line, which may represent constant revenue per additional unit sold. - **Points of Intersection:** - At a quantity of "C," the MR curve intersects with both the MC and AC curves. - The distance from the price level at "A" to "B" is marked on the price axis. **Question and Options:** Refer to the accompanying graph to answer the three questions that follow. If the firm is maximizing profits, profit is represented by the area: 1. AxC 2. (A+B)xC 3. AxB 4. BxC 5. (A-B)xC
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