How can the function
\({u^3 - 3u^2 +2u \over u^2 - 1}\)
be simplified?
Thanks in advance!
As follows:
\(\frac{u^3-3u^2+2u}{u^2-1}\rightarrow \frac{u(u-1)(u-2))}{(u+1)(u-1)}\rightarrow \frac{u(u-2)}{u+1}\)
.