The Boolean function x'y' + xy + x'y is equivalent to
Reveal answer
Fill a bubble to check yourself
Keep practicing — related questions
- In boolean algebra, (x + y)' = ____
- In Boolean algebra, (xy)' is equal to
- In boolean algebra, x + y = ____
- The simplified form of the Boolean expression (X + Y + XY)(X + Z), is
- In Boolean algebra, x (y + z) is equal to
- In boolean algebra, x. y = _____
- The Boolean expression $(X + Y)(X + \bar{Y}) + \overline{(X \bar{Y}) + \bar{X}}$ simplifies to
- Simply the boolean function f=A.B.C.D + A.C.D + A.D