Question
Is this answer correct? For each pair of functions determine if f(n) (g(n)) or f(n) (g(n)) or f(n) O(g(n)) and provide a proof as specified.
Is this answer correct?
For each pair of functions determine if f(n) (g(n)) or f(n) (g(n)) or f(n) O(g(n)) and provide a proof as specified.
f(n)=log(n!),g(n)=nlog(n)
This is my answer
f(n) = O(g(n))
Let log(n!) - log(n^n)
log(n!/n^n) log(n!) - log(n^n)< 0 log(n!)
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Database Horse Betting The Road To Absolute Horse Racing 2
Authors: NAKAGAWA,YUKIO
1st Edition
B0CFZN219G, 979-8856410593
