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Comments and olean Algebr -Definiti identity elem. for+ Write a com Boolean algebra is a 6-tuple that follows the next 6 axioms: 1) Closure for +, . 2) Identity elements Set identity elem. for Post a comme @Mention so complement 3) t_. Commutative 4) +. . Distributive one relative to the other 5)V xE B,x or XE B such that: HW: Write all axioms and properties for the B. algebra of sets 6) There are at least 2 elements S - set, S 0t 1 Sef of all subsets of S Remember: if S has n elements then P(S) has 2n] Comments and olean Algebr -Definiti identity elem. for+ Write a com Boolean algebra is a 6-tuple that follows the next 6 axioms: 1) Closure for +, . 2) Identity elements Set identity elem. for Post a comme @Mention so complement 3) t_. Commutative 4) +. . Distributive one relative to the other 5)V xE B,x or XE B such that: HW: Write all axioms and properties for the B. algebra of sets 6) There are at least 2 elements S - set, S 0t 1 Sef of all subsets of S Remember: if S has n elements then P(S) has 2n]

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Comments and olean Algebr -Definiti identity elem. for+ Write a com Boolean algebra is a 6-tuple that follows the next 6 axioms: 1) Closure for +, . 2) Identity elements Set identity elem. for Post a comme @Mention so complement 3) t_. Commutative 4) +. . Distributive one relative to the other 5)V xE B,x or XE B such that: HW: Write all axioms and properties for the B. algebra of sets 6) There are at least 2 elements S - set, S 0t 1 Sef of all subsets of S Remember: if S has n elements then P(S) has 2n] Comments and olean Algebr -Definiti identity elem. for+ Write a com Boolean algebra is a 6-tuple that follows the next 6 axioms: 1) Closure for +, . 2) Identity elements Set identity elem. for Post a comme @Mention so complement 3) t_. Commutative 4) +. . Distributive one relative to the other 5)V xE B,x or XE B such that: HW: Write all axioms and properties for the B. algebra of sets 6) There are at least 2 elements S - set, S 0t 1 Sef of all subsets of S Remember: if S has n elements then P(S) has 2n]

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