The document lists 10 laws of Boolean algebra, including laws of involution, complementation, identity, null, idempotent, excluded middle, commutative, associative, and DeMorgan's laws. Specifically, it outlines fundamental properties and relationships between Boolean variables such as complementation (x.1=x), identity (x+0=x), distribution of AND over OR (p.(q+r)=(p.q)+(p.r)), and DeMorgan's laws.

1. 6.2 Simplification<br />LAWS OF BOOLEAN ALGEBRA<br />1Involution Law2Complementation Laws3x + 0 = xx .1 = xIdentity Laws4x + 1 = 1x .0 = 0Null Laws5p + p = pp . p = pIdempotent Laws6Laws of Excluded Middle7p + q = q + p p . q = q . pCommutative Laws8p + (q + r) = (p + q) + rp . (q . r) = (p . q) . r Associative Laws9p + (q . r) = (p + q) . (p + r)p . (q + r) = (p . q) + (p . r)Distributive Laws10DeMorgan’s Laws<br />