Hey guys, I'm trying to study Boolean Algebra as an advanced study for my 2nd-semester subject. I'm currently trying to simplify (X'+Y') (X'+Y) (X' + X) using Boolean Identities. Here is my initial answer;
(X'+Y') (X'+Y) (X' + X)
(X'+Y') (X' + Y) (1)
(X' + Y') (X' + Y)
(XX)' + X'Y + (YX)' + Y'Y
X'(1 + Y) +(Y' + X') + 0
X' (1) + Y' + X'
X' + X' + Y'
X' + Y' or (XY)'
I just need someone to tell me if my answer's correct or not. If not, please teach me.
(X'+Y') (X'+Y) (X' + X)
(X'+Y') (X' + Y) (1)
(X' + Y') (X' + Y)
(XX)' + X'Y + (YX)' + Y'Y
X'(1 + Y) +(Y' + X') + 0
X' (1) + Y' + X'
X' + X' + Y'
X' + Y' or (XY)'
I just need someone to tell me if my answer's correct or not. If not, please teach me.