Question: Boolean Algebra. Im stuck, how do I get from Z+ZY to Z CHALLENGE ACTIVITY 2.1.2: Simplify the equation using Boolean algebra properties. Need help with

Boolean Algebra. Im stuck, how do I get from Z+ZY to Z

CHALLENGE ACTIVITY 2.1.2: Simplify the equation using Boolean algebra properties. Need help with this tool? Jump to level 1 1 Simplify (zx+zx')+zy to z 2 Properties Distributive Identity ab+ac = a(b+c) a 1 = a 1. Select a next property from the right to apply (zx+zx')+zy (z(x+x'))+zy (2:1)+zy Z+zy (a+b)(a+C) = a+bc a+0 Commutative Null elements ab ba a:0 0 UNDO PROPERTY a+b b+a a+1 Idempotence Complement aa' 0 aa = a a+a' 1 a+a 2 Check Next Feedback

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