If X and Yare two sets and X' denote the complement of X, then X⋂(XUY)' is equal to
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We're given two sets X and Y. X' represents the compliment of the set X, which includes the elements that are not in X but in universal set, U. Likewise, Y' represents the compliment of Y having elements not in the set Y but in U. It's just X' = U - X and Y' = U - Y
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