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[5 pts]: Consider that f(n) = n + n lg n is Q(n lg n) by applying the definition of Q-complexity from Chapter 3 of

[5 pts]: Consider that f(n) = n + n lg n is Q(n lg n) by applying the definition of Q-complexity from Chapter 3 of Cormen (reproduced below).

Definition: (g(n)) = { f(n) : there exists positive constants c₁, c₂, n₀ such that 0 c₁g(n) f(n) c₂g(n) , for n n₀}. Find a (c₁, c₂, n₀) triple that meets the criteria. Show some work.

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