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Question about DeMorgan's Laws: The first part is "The intersection of the complements is equal to the complement of the union..." I would write A' intersect B' intersect C' = (A U B U C)' right?
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So my question is this. What if I have say: (A intersect B' intersect C) .. is this equal to (A' U B U C')' ? Or is does DeMorgans not apply to a case where they are mixed complements and not?
yes, it still works in \[ A \cap B' = (A' \cup (B')' )'\] But we know B''= B (the complement of the complement is the original) so we get \[ A \cap B' = (A' \cup (B')' )' = (A' \cup B) '\]
Thanks!
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