Prove that $A \cap B$ is a subset of $A$.
Would I go around this by saying that $S \subseteq A$ and then by hypothesis belongs to $B$ as well?
Or would I do it with values of $X$?
Prove that $A \cap B$ is a subset of $A$.
Would I go around this by saying that $S \subseteq A$ and then by hypothesis belongs to $B$ as well?
Or would I do it with values of $X$?
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