MATH 140 Lecture 22: More Applications

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Problems: find two nonnegative numbers whose sum is 1 and such that the product of the square of one number and the cube of the other number is maximal, let s=x + y=1, x 0, y 0 o o. P" ( x)=2x (1 x)3+3 x2(1 x)2 ( 1)=x(1 x)2[2(1 x) 3]=x ( x 1)2(2 5x)=0for 0

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