Let and be sets and let and denote the complements of the sets and . The set is equal to
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Answer: A
We are given the expression:
We can analyze this by understanding what each term represents in a Venn diagram:
- represents the elements belonging exclusively to (i.e., in but not in ).
- represents the elements belonging exclusively to (i.e., in but not in ).
- represents the elements belonging to both and .
Taking the union of these three mutually disjoint regions covers all elements that belong to , , or both. Therefore:
Thus, the correct option is A.
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