Let f, g: Z+ R where f(n) = n and g(n) = log2 n, for n

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Let f, g: Z+ †’ R where f(n) = n and g(n) = log2 n, for n ˆˆ Z+. Show that g ˆˆ O(f) but ˆ‰ 0(g).
Let f, g: Z+ †’ R where f(n) = n

This requires the use of calculus

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