If the firm that is a monopoly was able to maximize their profit, their profits would equal $900
The maximized profit of the monopoly in question would be the highest profit that they can get from the demand and cost information given. The combination that yields the maximum profit is the quantity that the company should produce.
The profit is found by the formula:
= ( Price x Quantity produced ) - Total cost
Quantity of 50 units:
= (25 x 60) - 600
= 1, 500 - 600
= $900
Quantity of 100 units:
= ( 100 x 20) - 1, 350
= 2, 000 - 1, 350
= $650
Quantity of 150 units:
= ( 150 x 15) - 2, 300
= $2, 250 - 2, 300
= - $50
Quantity of 200 units:
= ( 200 x 10) - 3, 400
= 2, 000 - 3, 400
= - $1, 400
The maximized profits would therefore equal $900.
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