I have a definite integral that needs to be evaluated. I can only use basic integration formulas like these to solve it.
The integral of du = u + C.
The integral of du/u = ln|u| + C.
The integral of [f(u) ± g(u)]du = The intergral of f(u)du ± the integral of g(u)du.
The integral of (u to power n)du = [u power of (n+1)]/[n+1].
And any other basic intergration formulas.
Someone told me that you were supposed to break it up into two different intergals.

Here is the problem. I neet to evaluate the definite integral from 1 - 3 of [4Px times (the square root of 1 - (x-2)²)]dx. Where P = pie (or 3.14)