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(a) Show that n+0.5=O(n). Note that x is the largest integer that is not greater than x for any positive integer x. (b) Prove or
(a) Show that n+0.5=O(n). Note that x is the largest integer that is not greater than x for any positive integer x. (b) Prove or disprove 3n+3=O(3n) (c) Prove or disprove 32n=O(3n) (d) xn=O((logex)n) for any integer n1, where x>1
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