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For any set A, is A subseteq A? (Hint: Try a few simple cases.) ??? @.@
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There's nothing even to prove... Of course A = A.
Therefore \(A \subseteq A\)
oh.. okay. got it. thank you
\(A \subset B\) if and only if for every \(x \in A\) we have that \(x \in B\). If \(A = B\) then clearly if \(x \in A\) then \(x \in A = B\)
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