Question

What is the derivative of `x^e`?

Answer 1

`y = x^(e)`, so `y' = e*x^(e-1)`

Explanation:

Since `e` is just a constant, we can apply the power rule for derivatives, which tells us that

`d/dx[x^n] = n*x^(n-1)`, where `n` is a constant.

In this case, we have

`y = x^(e)`, so `y' = e*x^(e-1)`