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Suppose a company makes a profit of P(x) = (1000/x) -(5000/x^2) + 100 How many items should it make to maximize profit?

Suppose a company makes a profit of P(x) = (1000/x) -(5000/x^2) + 100 How many items should it make to maximize profit?
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Suppose a company makes a profit of

P(x) = (1000/x) -(5000/x^2) + 100

How many items should it make to maximize profit?

User Renaud Bompuis
by
8.8k points

1 Answer

3 votes

Answer:

1904839

Explanation:

User Ishan Hettiarachchi
by
8.6k points
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