How can I prove that {$ A \bigcap x : x\in B $} is a set when A and B are sets?
I have to use set theory axioms.
How can I prove that {$ A \bigcap x : x\in B $} is a set when A and B are sets?
I have to use set theory axioms.
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It is a subset (COMPREHENSION) of the POWER SET of the UNION SET of B.