Question

What is the antiderivative of `x^(1/2)`?

Answer 1

`= (2 x^(3/2))/3`

Explanation:

use the power rule

`int dx qquad x^n = (x^(n+1))/(n+1)`

so here it

`int dx qquad x^(1/2) = (x^((1/2)+1))/((1/2)+1)`

`= (2 x^(3/2))/3`