Let U be the universal set and AU B= U. Then {(A - B) U (B-A)}' is equal to
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(A−B)∪(B−C)∪(C−A) will cover all parts except A∩B∩C. Hence, [(A−B)∪(B−C)∪(C−A)]
′
is equal to A∩B∩C.
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