Minimum sum What two positive real numbers whose product

Chapter 7, Problem 9E

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QUESTION:

Minimum sum What two positive real numbers whose product is 50 have the smallest possible sum?

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QUESTION:

Minimum sum What two positive real numbers whose product is 50 have the smallest possible sum?

ANSWER:

Solution Step 1: Given data Consider two positive real numbers x and y Product of x and y is constraints which is 50 that is xy=50 Sum of x and yis objective function S=x+y

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