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Maximum Profit Calculation with Total Cost Function and Selling Price of 75 per Unit

Quena.id – Production costs are the amount of capital or funds issued by the company to produce a number of goods or services, while revenue is the result of the sale of goods and services obtained by producers. If the total cost function of a company is: C = f (Q) = 1 Q3 − 5Q2 + 120 3. With C = total cost and Q = quantity of goods. What is the maximum profit that the company can earn if the selling price of the item is 75 per unit?

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Production costs are the amount of capital or funds issued by the company to produce a number of goods or services, while revenue is the result of the sale of goods and services obtained by producers.

If the total cost function of a company is: C = f (Q) = 1 Q3 − 5Q2 + 120 3.

With C = total cost and Q = quantity of goods.

What is the maximum profit that the company can earn if the selling price of the item is 75 per unit?

Question

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Production costs are the amount of capital or funds issued by the company to produce a number of goods or services, while revenue is the result of the sale of goods and services obtained by producers. If the total cost function of a company is: C = f (Q) = 1 Q3 − 5Q2 + 120 3. With C = total cost and Q = quantity of goods. What is the maximum profit that the company can earn if the selling price of the item is 75 per unit?

Discussion of Answers

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Is known :

Total cost function: C = 13Q^3 – 5Q^2 + 120

Selling price per unit: 75

Revenue = Selling price per unit x Number of items

R = 75Q

2023-06-27 16:09:00
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