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Prove that for any constant, k, logk N = o(N)
Chapter 2, Problem 2.4(choose chapter or problem)
QUESTION:
Prove that for any constant, k, logk N = o(N).
Questions & Answers
QUESTION:
Prove that for any constant, k, logk N = o(N).
ANSWER:Proof:
Let k be an arbitrary constant and N a positive integer.
We will show that logkN = o(N) using the definition of big-O notation.
Since logkN represents a function of N, for large values of N, the leading term for lo