Question: (5) (4+6 pts) Suppose we are given a two dimensional integer array A[1...n, 1...n] in which every rou is in nondecreasing order (from left to

 (5) (4+6 pts) Suppose we are given a two dimensional integer

(5) (4+6 pts) Suppose we are given a two dimensional integer array A[1...n, 1...n] in which every rou is in nondecreasing order (from left to right) and also every column is in nondecreasing order (from top to bottom). Given such an A and an integer 7, the problem is to determine if x is present in A. If x is present in A, the algorithm returns true; otherwise, it returns false. (5a) for i = 1 ton if (binary search for x in row i of A finds x) return (true); return (false); Analyze the algorithm to determine the complexity of the algorithm. (5b) i = 1; j = n; while ((i = 1)){ val = A[i, j]; if (val = x) return (true); else if (val

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