# Math Help - Find the indicated intergral

1. ## Find the indicated intergral

$\int t^{-1/2} (t^2-t+2) dt$
$t^{-1/2}= \frac{1}{\sqrt t}$
I apply the logarithmic rule now?

2. Originally Posted by Minino777
$\int t^{-1/2} (t^2-t+2) dt$
$t^{-1/2}= \frac{1}{\sqrt t}$
I apply the logarithmic rule now?
No indeed.
$\int t^{-1/2} (t^2-t+2) dt=\int (t^{3/2}-t^{1/2}+2t^{-1/2}) dt$

3. @Minino777 just learn the basic formulas for solving integrals.