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Cataract2
Posted on Wednesday, September 05, 2012 - 06:12 pm:   Edit Post Delete Post View Post/Check IP Print Post    Move Post (Custodian/Admin Only) Ban Poster IP (Custodian/Admin only)

Trying to simplify a circuit for my class. Was wondering if I could get help on this.

(A'+B'+C)(A'+B'+C)'
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Natexlh1000
Posted on Wednesday, September 05, 2012 - 06:17 pm:   Edit Post Delete Post View Post/Check IP Print Post    Move Post (Custodian/Admin Only) Ban Poster IP (Custodian/Admin only)

How is that a circuit?
Do you mean to imply those are vectors?

I came in here expecting wires and resistors and transistors.
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Mr_grumpy
Posted on Wednesday, September 05, 2012 - 06:40 pm:   Edit Post Delete Post View Post/Check IP Print Post    Move Post (Custodian/Admin Only) Ban Poster IP (Custodian/Admin only)

0

You can't get a simpler circuit than that.
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Hootowl
Posted on Wednesday, September 05, 2012 - 06:56 pm:   Edit Post Delete Post View Post/Check IP Print Post    Move Post (Custodian/Admin Only) Ban Poster IP (Custodian/Admin only)

current loops?
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Reindog
Posted on Wednesday, September 05, 2012 - 06:57 pm:   Edit Post Delete Post View Post/Check IP Print Post    Move Post (Custodian/Admin Only) Ban Poster IP (Custodian/Admin only)

Zero is the correct answer using DeMorgan's Theorem and the Distributive property.

I don't mind doing your homework for you but you should provide feedback as a courtesy. How did that 2's complement problem lead to your comprehension?
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Cataract2
Posted on Wednesday, September 05, 2012 - 07:46 pm:   Edit Post Delete Post View Post/Check IP Print Post    Move Post (Custodian/Admin Only) Ban Poster IP (Custodian/Admin only)

Sorry Rein, just got busy and forgot to reply. It worked out fine and I do thank you for the help.

Should mention. The problem states to simplify by applying one theorem. I'm not certain how I would apply DeMorgan's to this.

(Message edited by cataract2 on September 05, 2012)
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