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If XXX and YYY are two sets, X∩(Y∪X)cX \cap (Y \cup X)^cX∩(Y∪X)c is equal to
Details and assumptions: →\rightarrow→ ∩\cap∩ represents intersection. →\rightarrow→ ∪\cup∪ represents union. →\rightarrow→ XcX^cXc represents compliment of set XXX.
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