Question

Find the derivative of (3x^4+4)^4

Answer 1

So,

Given the function:

`f(x)=(3x^4+4)^4`

We're going to find its deritative using the chain rule:

`f^(\prime)(x)=4(3x^4+4)^3\cdot12x^3`

So that's the result.

Simplified, this is:

`f^(\prime)(x)=^{}48x^3(3x^4+4)^3`