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Find the values of x for which f(x) = [x(x − 2)]2 is an increasing function. Also, find the points on the curve, where the tangent is parallel to x-axis.
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\[\Large\bf\sf f(x)\quad=\quad \left[x(x-2)\right]^2\]So for the first part: In order to find intervals of increasing/decreasing, we need to find critical points. Do you remember how to do that? :o
I assume this is for Calculus, yes? :)
could you help me
Can you answer my questions..?
linear function
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f'=2(x)(x-2)^2+2(x-2)x^2=2x(x-2)(x-2+x) f'=4x (x-1)(x-2) =0 x=0 , 1,2|dw:1388384522760:dw|
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