Total Quantity Total Fixed Variable Price Demanded Cost Cost $100 $20 $0 90 1 $20 20 80 2 $20 48 70 3 $20 78 60 4 $20 110 50 $20 150 Refer to Exhibit 9-4. At an output level of 4 units, the monopolist earns a total profits of about O $112.00 O $118.00 O $110.00 $120.00

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**Exhibit 9-4: A Monopoly**

| Price | Quantity Demanded | Total Fixed Cost | Total Variable Cost |
|-------|-------------------|------------------|---------------------|
| $100  | 0                 | $20              | $0                  |
| $90   | 1                 | $20              | $20                 |
| $80   | 2                 | $20              | $48                 |
| $70   | 3                 | $20              | $78                 |
| $60   | 4                 | $20              | $110                |
| $50   | 5                 | $20              | $150                |

**Refer to Exhibit 9-4. At an output level of 4 units, the monopolist earns a total profit of about _______.**

- $112.00
- $118.00
- $110.00
- $120.00

**Explanation:**

The table in Exhibit 9-4 represents the relationship between price, quantity demanded, and the costs associated with producing different quantities in a monopoly setting. 

- **Price**: The selling price per unit at different levels of quantity demanded.
- **Quantity Demanded**: The number of units consumers are willing to buy at each price point.
- **Total Fixed Cost**: A constant cost of $20, which does not change with the level of output.
- **Total Variable Cost**: Costs that change with the level of production.

To calculate the total profit at 4 units:
1. Total Revenue = Price * Quantity Demanded = $60 * 4 = $240.
2. Total Cost = Total Fixed Cost + Total Variable Cost = $20 + $110 = $130.
3. Total Profit = Total Revenue - Total Cost = $240 - $130 = $110.

Therefore, the monopolist earns a total profit of about $110.00 when the output level is 4 units.
Transcribed Image Text:**Exhibit 9-4: A Monopoly** | Price | Quantity Demanded | Total Fixed Cost | Total Variable Cost | |-------|-------------------|------------------|---------------------| | $100 | 0 | $20 | $0 | | $90 | 1 | $20 | $20 | | $80 | 2 | $20 | $48 | | $70 | 3 | $20 | $78 | | $60 | 4 | $20 | $110 | | $50 | 5 | $20 | $150 | **Refer to Exhibit 9-4. At an output level of 4 units, the monopolist earns a total profit of about _______.** - $112.00 - $118.00 - $110.00 - $120.00 **Explanation:** The table in Exhibit 9-4 represents the relationship between price, quantity demanded, and the costs associated with producing different quantities in a monopoly setting. - **Price**: The selling price per unit at different levels of quantity demanded. - **Quantity Demanded**: The number of units consumers are willing to buy at each price point. - **Total Fixed Cost**: A constant cost of $20, which does not change with the level of output. - **Total Variable Cost**: Costs that change with the level of production. To calculate the total profit at 4 units: 1. Total Revenue = Price * Quantity Demanded = $60 * 4 = $240. 2. Total Cost = Total Fixed Cost + Total Variable Cost = $20 + $110 = $130. 3. Total Profit = Total Revenue - Total Cost = $240 - $130 = $110. Therefore, the monopolist earns a total profit of about $110.00 when the output level is 4 units.
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