If A and B are two sets, then \[(A-B)\cup (B-A)\]\[\cup (A\cap B)\] is equal to

If A and B are two sets, then \[(A-B)\cup (B-A)\]\[\cup (A\cap B)\] is

1.	If A and B are two sets, then \[(A-B)\cup (B-A)\]\[\cup (A\cap B)\] is equal to
A.	Only A
B.	\[A\cup B\]
C.	\[(A\cup B')\]
D.	None of these
Answer» C. \[(A\cup B')\]

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If A and B are two sets, then \[(A-B)\cup (B-A)\]\[\cup (A\cap B)\] is equal to

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