1. Let A and B be two sequences of n integers each. Given an integer m, describe an O(nlogn)-time algorithm for determining if there is an integer a in A and an integer b in B such that m = a+b.2. Given two sets A and B represented as sorted sequences, describe an efficient algorithm for computing A ⊕ B, which is the set of elements that are in A or B, but not in both.
1. Let A and B be two sequences of n integers each. Given an integer m, describe an O(nlogn)-time…
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