CS Foundations Data Structures and Algorithms

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2. Give an example of a function f(n) such that: . f(n) 0(n3/log2(n)) and f(n) (n2 log2 n) but f(n) (n3/1082(n)) and f(n) (n2 log2(n)). 3. Give an example of a function f(n) such that: . f(n) E 0(no 6) and f(n) E (VT log2(n)) but f(n) 6(no.6) and f(n) 6(Vnlog2(n))