Question: You are given functions f(n), g(n). Determine whether f = 0(1), f = (g) or f-6(g) (e) f(n) = loga(n), g(n) = logb(n) where a,

You are given functions f(n), g(n). Determine whether f = 0(1),

You are given functions f(n), g(n). Determine whether f = 0(1), f = (g) or f-6(g) (e) f(n) = loga(n), g(n) = logb(n) where a, b > 0 and a, b #1 (f) f(n) = 2n , n2, g(n) = 22n (g) f(n) e", g(n) = n! (h) f(n) = na, g(n) = bn where a > 0, b > 1

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