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Boolean Algebra Laws

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Commutative Law of AND

$A ullet B = B ullet A$

Associative Law of OR

$(A + B) + C = A + (B + C)$

Identity Law of AND

$A ullet 1 = A$

Annihilator Law of AND

$A ullet 0 = 0$

Commutative Law of OR

$A + B = B + A$

Associative Law of AND

$(A ullet B) ullet C = A ullet (B ullet C)$

Annihilator Law of OR

$A + 1 = 1$

Identity Law of OR

$A + 0 = A$

Negation Law

$A + ar{A} = 1$ and $A ullet ar{A} = 0$

Distributive Law

$A ullet (B+C) = (A ullet B) + (A ullet C)$

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