Question

How do you find the derivative of `sin(2x + 2)`?

Answer 1

Use the chain rule.

Explanation:

`d/(dx)sin(u)=u'cos(u)`

`d/(dx)sin(2x+2)=d/(dx)(2x+2)*cos(2x+2)`

`d/(dx)sin(2x+2)=color(red)(2cos(2x+2))`