Question: Need help with Boolean algebra. Using these laws how do I show that F and G are equivalent? OR Form Identity Name AND Form Identity

Need help with Boolean algebra. Using these laws how do I show that F and G are equivalent?

show that F and G are equivalent? OR Form Identity Name AND

OR Form Identity Name AND Form Identity Law Null (or Dominance) Law Idempotent Law Inverse Law Commutative Law Associative Law Distributive Law 1+x-1 10x = 0 XX= X xx 0 x+x = 1 xy - yx (XYZ = x(yz) |(x+y)+z = x+ (y+z) Absorption Law DeMorgan's Law Double Complement Law x(x+y) = x x+xy = x (x+y) = xy x=x

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