Question: 5. (10 points) Let A and B be two sequences of n integers each. Give an integer m, describe an O(n log n) time algorithm

5. (10 points) Let A and B be two sequences of

5. (10 points) Let A and B be two sequences of n integers each. Give an integer m, describe an O(n log n) time algorithm for determining if there is an integer a in A and an integer b in B such that m = a +b

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