how to finish this proof

Assume n > 2 so that the denominator is positive.

There exists a positive integer C such that n^2+ 10 < C*n^2 for all n.

There exists a positive integer K such that 1/(n^3-10) < K/(n^3) for all n.

So, (n^2+10)/(n^3-10) < (CK)*(1/n)
 
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