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    To prove De Morgan's rule

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    Modern Algebra
    Set Theory (XI)
    Laws of Algebra of Sets
    De Morgan's Laws (III)

    For a subset C of S let C' denote the complement of C in S. For any two subsets A,B of S prove
    the De Morgan's rule
    Complement of (A intersection B) = (Complement of A) union (Complement of B)

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    Solution Summary

    This solution is comprised of a detailed explanation to prove that for any two subsets A,B of S, the De Morgan's rule
    Complement of (A intersection B) = (Complement of A) union (Complement of B). The solution is detailed and well presented.

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