2. For this question, refer to the utility function below: Utility oq

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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A. Based on the graph would you say marginal utility is increasing or decreasing B. Identify on the graph the quantity level at which utility is maximized
### Transcription for Educational Website

**Question 2:** For this question, refer to the utility function below:

**Graph Description:**

The graph represents a utility curve, showcasing the relationship between the quantity of goods or services and the corresponding utility derived from them. 

- **Axes:** 
  - The vertical axis is labeled "Utility."
  - The horizontal axis is labeled "Quantity."

- **Curve:** 
  - The curve appears to have an inverted U-shape. 
  - Initially, as the quantity increases, utility also increases, indicating positive marginal utility.
  - At a certain point, the curve reaches its peak, representing the maximum utility.
  - After this peak, the utility begins to decline as quantity continues to increase, demonstrating diminishing marginal utility.

This type of function highlights the principle of diminishing returns, where beyond a certain quantity, each additional unit of the good or service provides less additional satisfaction.
Transcribed Image Text:### Transcription for Educational Website **Question 2:** For this question, refer to the utility function below: **Graph Description:** The graph represents a utility curve, showcasing the relationship between the quantity of goods or services and the corresponding utility derived from them. - **Axes:** - The vertical axis is labeled "Utility." - The horizontal axis is labeled "Quantity." - **Curve:** - The curve appears to have an inverted U-shape. - Initially, as the quantity increases, utility also increases, indicating positive marginal utility. - At a certain point, the curve reaches its peak, representing the maximum utility. - After this peak, the utility begins to decline as quantity continues to increase, demonstrating diminishing marginal utility. This type of function highlights the principle of diminishing returns, where beyond a certain quantity, each additional unit of the good or service provides less additional satisfaction.
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