I am trying to prove that A x 0 = 0 using Boolean Algebra.
A x 0 = 0
(A x 0) + (A x A') (Compliment multiplication)
A x (0 + A') (Distributive Multiplication)
A x A' (Identity addition)
= 0 (Compliment multiplication)
Is this correct? I assume that if a + 0 = a, a' + 0 = a', too.
Thanks in advance!