Rank the following functions based on their asymptotic value in the increasing order, i.e., list them as functions f1, f2, f3, . . . , f9 such that f1 = O(f2), f2 = O(f3), . . . , f8 = O(f9). Remember to write down your proof for each equation fi = O(fi+1) in the sequence above. Functions: √n, log n, nlog n, 100n, 2n, n!, 9n, 33^3^3, n/log^2 n
Rank the following functions based on their asymptotic value in the increasing order, i.e., list them
as functions f1, f2, f3, . . . , f9 such that f1 = O(f2), f2 = O(f3), . . . , f8 = O(f9). Remember to write
down your proof for each equation fi = O(fi+1) in the sequence above.
Functions: √n, log n, nlog n, 100n, 2n, n!, 9n, 33^3^3, n/log^2 n
Rank the following functions based on their asymptotic value in the increasing order, i.e., list them
as functions f1, f2, f3, . . . , f9 such that f1 = O(f2), f2 = O(f3), . . . , f8 = O(f9). Remember to write
down your proof for each equation fi = O(fi+1) in the sequence above.
Functions: √n, log n, nlog n, 100n, 2n, n!, 9n, 33^3^3, n/log^2 n
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