(Figure: Output Levels II) The socially optimal output level could be achieved by a government quota of: Price ($) 100 80 60 40 20 SMC S = MC 100 200 300 400 500 Quantity of electricity 250 units of electricity. approximately 212 units of electricity. 175 units of electricity. 100 units of electricity.
(Figure: Output Levels II) The socially optimal output level could be achieved by a government quota of: Price ($) 100 80 60 40 20 SMC S = MC 100 200 300 400 500 Quantity of electricity 250 units of electricity. approximately 212 units of electricity. 175 units of electricity. 100 units of electricity.
Chapter1: Making Economics Decisions
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Transcribed Image Text:**Transcription for Educational Website:**
**Figure: Output Levels II**
The socially optimal output level could be achieved by a government quota of:
- ○ 250 units of electricity.
- ○ approximately 212 units of electricity.
- ○ 175 units of electricity.
- ○ 100 units of electricity.
**Graph Explanation:**
The graph presents the relationship between price and quantity of electricity, with two key curves and a demand line:
- **Price Axis (vertical):** Ranges from $0 to $100.
- **Quantity of Electricity Axis (horizontal):** Ranges from 0 to 500 units.
**Curves:**
- **SMC (Social Marginal Cost):** An upward-sloping orange line, indicating the additional cost incurred by society for each additional unit of electricity.
- **S = MC (Supply equals Marginal Cost):** A red upward-sloping line, usually representing the supply curve in traditional economic models.
- **D (Demand):** A downward-sloping blue line, reflecting the relationship between price and the quantity demanded by consumers.
The socially optimal output level is where the **SMC** intersects with the **D** curve, suggesting the production level where social costs and consumer demand are balanced. The graph suggests this point is approximately 212 units of electricity.
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