
Originally Posted by
madmax29
Hi there
I have a problem to find the maximum and minimum functions of the following,
$\displaystyle \int e^x (x-3) (x+2) $
but i am not sure what to do with the terms in brackets in order to find $\displaystyle (dy/dx)$ and then the second derivative; $\displaystyle (d^2y/dx^2)$
in order to determine which values are local; $\displaystyle y''<0= MAX$? or $\displaystyle y'' >0 = MIN$?
would $\displaystyle f'x=e^x (x^2-1x-6)$ be correct, however I do belive this is wrong could someone explain why?