Question 1
Consider the following short-run cost curves for a profit-maximizing firm in a perfectly competitive industry.
![](data:image/png;base64, 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)
FIGURE 9-6
Refer to Figure 9-6. If the market price is $5.7, at the profit-maximizing level of output the firm's total cost is
◦ $1200.
◦ $8550.
◦ $1500.
◦ $7050.
◦ more than $8550.
Question 2
Consider the following short-run cost curves for a profit-maximizing firm in a perfectly competitive industry.
![](data:image/png;base64, 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)
FIGURE 9-6
Refer to Figure 9-6. If the market price is $5.7, at the profit-maximizing level of output the firm's profit is
◦ $8550.
◦ $1200.
◦ $7050.
◦ $1500.
◦ more than $8550.