How do you find local min and max, point of inflection and concavity for the equation f(x)=4x3+21x2−294+7?
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HEY here the question may be
f(x) = 4x^3+21x^2-294x+7
then
For local max or min put f'(x)=0
we get x values are -7 or 7/2
for max f"(x)<0
for min f"(x)>0
so we get max value at x= 7/2
and min value at x = -7
HOPE THIS ANSWER
HELPS YOU
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