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A ∩ B' Can I write that as x∈B'↔x∈A???
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In a venn diagram, that is the intersection of A and B
|dw:1339796669496:dw| like u can see x∈B' doesn't imply that x∈A and x∈A doesn't imply that x∈B'
but B complement is everything not in B.
that's right, but in the picture i made , some of B' are also in A
and some not
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A ∩ B' this means, elements of A that are not in B
right so if x is a member f B complement, it is also a member of A
|dw:1339797011563:dw| this x is in B' complement, but not in A
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