One form of the Integration by Parts tool is:

uv' dx = uv - u'v dx

To use this tool, we choose a u and a v' in a given integral. Below, we will practice with these choices.

---

[1]	In finding x e-x dx , mark the correct u and v'; copy them to their answer boxes below.
	You choose u =	Need help on how to use this page?
	You choose v' =

---

[2]	In finding x 2x dx , mark the correct u and v'; copy them to their answer boxes below.
	You choose u =	Need help on how to use this page?
	You choose v' =

---

[3]	To find ( x + 1 ) ( x + 2 )6 dx , mark correct u and v'; copy them to answer boxes below.
	You choose u =	Need help on how to use this page? Could you solve this problem using substitution?
	You choose v' =

---

[4]	In finding x2 x ex2 dx , mark correct u and v'; copy them to their answer boxes below.
	You choose u =	Need help on how to use this page?
	You choose v' =

---

[5]	In finding x -2 x dx , mark correct u and v'; copy them to their answer boxes below.
	You choose u =	Need help on how to use this page?
	You choose v' =

---

[6]	In finding x ( x)2 dx , mark correct u and v'; copy them to their answer boxes below.
	You choose u =	Need help on how to use this page?
	You choose v' =

This page last updated 6 Jan 2012