Question: Ex: Suppose an algorithm has a complexity function: T(n) = nlog(n) + 7n + 3*n + 11 Q: Which asymptotic notations does T(n) belong

Ex: Suppose an algorithm has a complexity function: T(n) = n*log(n) + 7*n + 3*n + 11 Q: Which asymptotic notations does T(n) belong to if g(n) = n? Q: Which asymptotic notations does T(n) belong to if g(n) = 0.02*n? Q: Which asymptotic notations does T(n) belong to if g(n) = 6*n?

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1 If gn n then Tn belongs to the On log n and n log n asymptotic notations To see why we can use the definition of bigO notation We say that Tn is in ... View full answer

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Question: Ex: Suppose an algorithm has a complexity function: T(n) = n*log(n) + 7*n + 3*n + 11 Q: Which asymptotic notations does T(n) belong

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Question: Ex: Suppose an algorithm has a complexity function: T(n) = nlog(n) + 7n + 3*n + 11 Q: Which asymptotic notations does T(n) belong