# Math Help - Findind Derivite (quick help please!)

1. ## Finding Derivitive

Can someone show me the process of the product rule of this function

$e^(xy)$

f(x)=
g(x)=

f'(x)=
g'(x)=

I need it for a implicit differentiation problem ty!

2. Originally Posted by skyslimit
Can someone show me the process of the product rule of this function

$e^(xy)$

f(x)=
g(x)=

f'(x)=
g'(x)=

I need it for a implicit differentiation problem ty!
recall, the derivative of $e^u$ is $u'e^u$, where $u$ is a function.

here, let $f(x) = x$ and $g(x) = y$ and remember what i said in your other thread about implicit differentiation