X1=130 and X2=0, optimal profit 32,500 Using the solver report and the sensitivity report answer the...

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X1=130 and X2=0, optimal profit 32,500

Using the solver report and the sensitivity report answer the question below. Please show your work:

Assume the marginal profit on the generators will decrease by $25.00. Without solving the problem again, what is the optimal profit for the company now?

math Statistics-And-Probability

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Answer 1

Answer #1

Since allowable decrease for generators is 150
25 < 150
profit will be (250 - 25) * 130 + 0 *150
= 29250

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Answer 2

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X1=130 and X2=0, optimal profit 32,500 Using the solver report and the sensitivity report answer the...

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