Question: 9. Compare the two functions f(n) = 1g(n!) and g(n) = n lg(n) a. f(n) = 0 ( g(n)) b. f(n) = 0 ( g(n))

9. Compare the two functions f(n) = 1g(n!) and g(n) = n lg(n) a. f(n) = 0 ( g(n)) b. f(n) = 0

9. Compare the two functions f(n) = 1g(n!) and g(n) = n lg(n) a. f(n) = 0 ( g(n)) b. f(n) = 0 ( g(n)) c. f(n) = (g(n)) = = = 12. Compare the two functions f(n)=n! and g(n) = (n+1)! a. f(n) = 0 ( g(n)) b. f(n) = 0 ( g(n)) c. f(n) = (g(n)) 13. Compare the two functions f(n) = lg 29 and g(n) = n a. f(n) = (g(n)) b. f(n) = 0 ( g(n)) c. f(n) = (g(n))

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