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What two nonnegative real numbers with a sum of 56 have the largest possible product? (I) Let x be one of the numbers and let
What two nonnegative real numbers with a sum of 56 have the largest possible product? (I) Let x be one of the numbers and let P be the product of the two numbers. Write the objective function in terms of x. P=D (Type an expression.) Find positive numbers x and y satisfying the equation xy = 6 such that the sum 2x + y is as small as possible.
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