# Boolean Algebra Help

Discussion in 'Homework Help' started by Helix., Dec 7, 2010.

1. ### Helix. Thread Starter New Member

Dec 7, 2010
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Can someone please explain how you would show this on a logic board (ie in Atanua)....

1. Y = ((A and B) or C) XOR (not D)

2. Y = ((not A) or B) xor (C nand (not D))

3. Y = (((A and (not B)) xor (C nand D)) nor ((not (E and (not F))) and (G and H))

What would you need to hook up to what to get it to work?

2. ### JoeJester AAC Fanatic!

Apr 26, 2005
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What gates do you think you will need for question 1?

3. ### thatoneguy AAC Fanatic!

Feb 19, 2009
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Click The Link in my sig.

$Y=((A \cdot B) + C) \oplus \overline{D}$

$Y=((\overline{A}+B) \oplus (C \overline{\overline{ \cdot }
D)$

$Y=((A\cdot \overline {B}) \oplus (C \overline{\cdot D })) \overline { + } ( (\overline{E \cdot \overline{F}) \cdot {G \cdot H})$

Nov 25, 2009
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