Q2.21MCQMarks unknownIf T1=O(1)T_1 = O(1)T1=O(1), give the correct matching for the following pairs: (M) Tn=Tn−1+n(U) Tn=O(n)(N) Tn=Tn/2+n(V) Tn=O(nlogn)(O) Tn=Tn/2+nlogn(W) Tn=O(n2)(P) Tn=Tn−1+logn(X) Tn=O(log2n)\begin{array}{|ll|ll|}\hline & \text{(M) $T_n = T_{n-1} + n$} & \text{(U) $T_n = O(n)$} \\\hline & \text{(N) $T_n = T_{n/2} + n$} & \text{(V) $T_n = O(n \log n)$} \\\hline & \text{(O) $T_n = T_{n/2} + n \log n$} & \text{(W) $T_n = O(n^2)$} \\\hline & \text{(P) $T_n = T_{n-1} + \log n$} & \text{(X) $T_n = O(\log^2 n)$} \\\hline \end{array}(M) Tn=Tn−1+n(N) Tn=Tn/2+n(O) Tn=Tn/2+nlogn(P) Tn=Tn−1+logn(U) Tn=O(n)(V) Tn=O(nlogn)(W) Tn=O(n2)(X) Tn=O(log2n)(A)M-W, N-V, O-U, P-X\text{M-W, N-V, O-U, P-X}M-W, N-V, O-U, P-X(B)M-W, N-U, O-X, P-V\text{M-W, N-U, O-X, P-V}M-W, N-U, O-X, P-V(C)M-V, N-W, O-X, P-U\text{M-V, N-W, O-X, P-U}M-V, N-W, O-X, P-U(D)M-W, N-U, O-V, P-X\text{M-W, N-U, O-V, P-X}M-W, N-U, O-V, P-XSign in to save attempts.Show answer← PreviousNext →SolutionsDiscussionLoading…Sign in with Google