Commutative Law
It states that the interchanging the order of operands in a Boolean equation doesn’t change its result.
i.e.,
➡ (A + B) = (B + A)
➡ A.B = B.A
Proof:
Hence, (A + B) = (B + A) & A.B = B.A
It states that the interchanging the order of operands in a Boolean equation doesn’t change its result.
i.e.,
➡ (A + B) = (B + A)
➡ A.B = B.A
Proof:
Hence, (A + B) = (B + A) & A.B = B.A