Question: 4 - 6 ( 1 5 points ) Given two sets S 1 and S 2 ( each of size n ) , and a

4-6(15 points)
Given two sets S1 and S2(each of size n), and a number x, describe an O(nlogn) algorithm for finding whether there exists a pair of elements, one from S1 and one from S2, that add up to x.(For partial credit, give a (n2) algorithm for this problem.)
4-6(15 points) Given two sets S1 and S2(each of size n),

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