I got a problem. I don't know how to solve this kind of problem:
Find an integer $n_0$ that for each $n>n_0$ this inequation would be always true:
$\dfrac{n^{4}-n^{2}+1}{n^{3}-n}>10000 $
I don't know how to solve this kind of problems, and I hope you could help me understanding how to proceed step by step. Thank you in advance.