Question

find the derivative function of x^2 e^tan(x)
find the derivative function of x^2 e^tan(x)
@Mathematics

Answer 1

you have to use the product rule

Answer 2

is the answer x^2 (sex^2(x) e^tan(x) ) + e^tan(x) (2x) ?

Answer 3

x^2 (sec^2(x) e^tan(x) ) + e^tan(x) (2x) ?

Answer 4

use
\[(fg)'=f'g+g'f\] with
\[f(x)=x^2,f'(x)=2x, g(x)=e^{\tan(x)}, g'(x)=\sec^2(x)e^{\tan(x)}\]