3 Handout 7: Problem Set 1 Solutions 3 (e) f (n) + o(f (n)) = Θ(f (n)). This Statement is True. Let h(n) = o(f (n)). We prove that f (n) + o(f (n)) = Θ(f (n)). Since for all n 1, f (n) + h(n) f (n), then f (n) + h(n) = Ω(f (n)). Since h(n…
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