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For the functions f(n) and g(n), decide whether we have f(n) 0(g(n)), f(n) E2(g(n)), or f(n) (g(n)) (a) f(n) = n Ign, g(n) = 1)
For the functions f(n) and g(n), decide whether we have f(n) 0(g(n)), f(n) E2(g(n)), or f(n) (g(n)) (a) f(n) = n Ign, g(n) = 1) (b) f(n) = 1.01", g(n) = n. (c) f(n) = n lgn - 10000, g(n) = 100n + 10000, (a) f(n) = -11, g(n) = n2 lgn. (e) f(n) = n!, g(n) = 2
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