Find the point of local maxima or local minima or local minima and the corresponding local maximum and minimum values of each of the following functions:
local max. value is 0 at x = −2 and local min. value is −4 at x = 0
f’(x)=(x-1)2(x+2)+(x+2)2=0
x=0,-2
f’’(0)>0, 0 is the point of local min.
f’’(-2)<0, -2 is the point of local max.
f(0)=-4
f(-2)=0
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