s(n) = $\displaystyle (6/n^5) * [((n^3)*(n+1)^4)/7)]$ Can someone please explain to me why the answer of this is unbounded and not 6/7 ?!?!
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Originally Posted by action812 s(n) = $\displaystyle (6/n^5) * [((n^3)*(n+1)^4)/7)]$ Can someone please explain to me why the answer of this is unbounded and not 6/7 ?!?! degree of n in the numerator is 7 degree of n in the denominator is 5 effectively, s(n) is of the order of n^2
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