Question: Brute Force and Exclude & Conquer Recursive Algorithms In the following problems, use the General Solution of 1st Order Linear Recurrence T(n)= a, T(n-1)+ bn,

Brute Force and Exclude & Conquer Recursive Algorithms In the following

problems, use the General Solution of 1st Order Linear Recurrence T(n)= a,

Brute Force and Exclude & Conquer Recursive Algorithms In the following problems, use the General Solution of 1st Order Linear Recurrence T(n)= a, T(n-1)+ bn, given T(0) or T(1) with the following solutions: Successive substitution gives for the cases of T(0) given and T(1) given: T(n)=T(0) la; + Eb; II a;+b. T(n)=T(1) IIa, + Eb II a;+by i=/ i=1 j=i+1 i=2 i=2 j=i+1 2. (20 points) Consider the following function : void Doit (item Type a[], int n, int L, int H) { if (n>0) { Process (a,n,L,H); Doit ( a , n-1,L,H); { If the function Process does n logn arithmetic operations, Find the number T(n) of arithmetic operations done by this algorithm. Find the complexity (Big-O) of Doit (a , n, L, H) in terms of n

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