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19 November, 03:05

Find two numbers A and B (with A≤B) whose difference is 36 and whose product is minimized.

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  1. 19 November, 04:25
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    B-A=36

    AB=max

    B-A=36

    add A to both sides

    B=36+A

    sub that for B in other equation

    A (36+A) = max

    distribute

    A²+36A=max

    take derivitive

    2A+36=max'

    set to zero to find A value

    2A+36=0

    2A=-36

    A=-18

    sub back

    B=36+A

    B=36-18

    B=18

    de numbers are - 18 and 18

    the product is 324
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