2.2.10 - Let A,B,C, and D be sets. Prove that (a) if C⊆A and D⊆B, then C∩D⊆A∩B...

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2.2.9 - Let A,B, and C be sets. Prove that(a) A⊆B iff A-B=∅.(b) if A⊆B∪C and A∩B=∅, then A⊆C... 2.2.9 - Let A,B, and C be sets. Prove that(a) A⊆B iff A-B=∅.(b) if A⊆B∪C and A∩B=∅, then A⊆C...
2.2.7 Prove the remaining parts of Theorem 2.2.1. For all sets A,B, and C a) A⊆A∪B b) A∩B⊆A c) A∩∅=∅ 2.2.7 Prove the remaining parts of Theorem 2.2.1. For all sets A,B, and C a) A⊆A∪B b) A∩B⊆A c) A∩∅=∅
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