Question 8 of 20 The graph presents the costs and revenue for a purely Cost and revenue competitive firm, where the market price is equal to $600 per $2,400 unit of output. This firm has a fixed cost equal to $3,600. Use 2,200 this information to determine the profit-maximizing output Marginal cost 2,000 and profit for this firm. 1,800 What is the profit-maximizing output of this purely Average total cost 1,600 competitive firm? Round your answer to the nearest 1,400 whole number. 1,200 1,000 Average variable cost 800 profit-maximizing output = units of output 600 Marginal revenue 400 200 What is the maximum level of profits for this purely 1 2 3 4 5 6 7 10 11 12 13 14 15 competitive firm? Round your answer to the nearest positive Units of output or negative integer. maximum level of profits = $

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The graph presents the costs and revenue for a purely competitive firm, where the market price is equal to $600 per unit of output. This firm has a fixed cost equal to $3,600. Use this information to determine the profit-maximizing output and profit for this firm.

**Question:**

What is the profit-maximizing output of this purely competitive firm? Round your answer to the nearest whole number.

Profit-maximizing output = [ ] units of output

What is the maximum level of profits for this purely competitive firm? Round your answer to the nearest positive or negative integer.

Maximum level of profits = $[ ]

**Graph Explanation:**

The graph titled "Cost and revenue" shows the relationship between various costs and revenue for different units of output. 

- The **x-axis** represents units of output, ranging from 0 to 15.
- The **y-axis** represents cost and revenue in dollars, ranging from $200 to $2,400.

There are four curves plotted on the graph:

1. **Average Total Cost (ATC)**: This curve is U-shaped, initially decreasing, reaching a minimum, and then increasing as output increases.
2. **Marginal Cost (MC)**: This curve initially decreases, then increases, intersecting the Average Total Cost (ATC) curve at its minimum point.
3. **Average Variable Cost (AVC)**: Similar in shape to the ATC curve but positioned below it, initially decreasing and then increasing.
4. **Marginal Revenue (MR)**: This is a horizontal line at $600, indicating constant marginal revenue per unit sold, equal to the market price.

The profit-maximizing output level for a purely competitive firm occurs where the Marginal Cost (MC) curve intersects the Marginal Revenue (MR) line.
Transcribed Image Text:The graph presents the costs and revenue for a purely competitive firm, where the market price is equal to $600 per unit of output. This firm has a fixed cost equal to $3,600. Use this information to determine the profit-maximizing output and profit for this firm. **Question:** What is the profit-maximizing output of this purely competitive firm? Round your answer to the nearest whole number. Profit-maximizing output = [ ] units of output What is the maximum level of profits for this purely competitive firm? Round your answer to the nearest positive or negative integer. Maximum level of profits = $[ ] **Graph Explanation:** The graph titled "Cost and revenue" shows the relationship between various costs and revenue for different units of output. - The **x-axis** represents units of output, ranging from 0 to 15. - The **y-axis** represents cost and revenue in dollars, ranging from $200 to $2,400. There are four curves plotted on the graph: 1. **Average Total Cost (ATC)**: This curve is U-shaped, initially decreasing, reaching a minimum, and then increasing as output increases. 2. **Marginal Cost (MC)**: This curve initially decreases, then increases, intersecting the Average Total Cost (ATC) curve at its minimum point. 3. **Average Variable Cost (AVC)**: Similar in shape to the ATC curve but positioned below it, initially decreasing and then increasing. 4. **Marginal Revenue (MR)**: This is a horizontal line at $600, indicating constant marginal revenue per unit sold, equal to the market price. The profit-maximizing output level for a purely competitive firm occurs where the Marginal Cost (MC) curve intersects the Marginal Revenue (MR) line.
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