# How do you differentiate #y=e^(x^5+3)#?

##### 1 Answer

May 7, 2017

The derivative of

In other words:

#d/dxe^x=e^x#

#d/dxe^u=e^u(du)/dx#

Regardless, we see that

#y=e^(x^5+3)#

#dy/dx=e^(x^5+3)d/dx(x^5+3)#

#=5x^4e^(x^5+3)#