Question

What is the derivative of `e^(x+1)`?

Answer 1

The derivative of `e^(x+1)` is `e^(x+1)`

Explanation:

There are several ways to see this, but here's one way:

`e^(x+1) = e^x*e^1 = e^x * e`

So `d/(dx) e^(x+1) = d/(dx) (e^x * e) = e^x * e = e^(x+1)`