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Big-O limit Lemma: f (n) 0(g (n)) if and only if limn oorn) g(n) = c for some constant c > 0 . 2. Use
Big-O limit Lemma: f (n) 0(g (n)) if and only if limn oorn) g(n) = c for some constant c > 0 . 2. Use the Big-O limit Lemma to show that log(n)-O (n). Then use the limit lemma to show that n* logn - O (n*+1) for any constant k
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