Solve the following rrs with recursion tree. base case is assumed to be t(1)=1 for all rrs. (i) t(n)= 5t(n/2)+ n2. (ii) t(n)= 2t(n/2)+ n. with the of substitution method check whether t(n) is (n log n) (hint: show both o and ω) where t(n)= 3t(n/3)+ n.

answer; question (1) answer; proximity;

                      question (2); // alignment;

answer///copyrights protects;

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