Mathematics, 03.11.2020 01:00, ptrlvn01
1. Let and ℛ be any nonempty collection of sets
(distributivity, Parts A) For any set X, X⋂ (⋃) = ⋃{X ⋂S | S∈} and X⋃ (⋂) = ⋂{X⋃S | S∈}
Can you help prove this proof that it holds?
Answers: 3
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1. Let and ℛ be any nonempty collection of sets
(distributivity, Parts A) For any set X, X⋂ (⋃) = ⋃...
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