NAND/NOR circuits

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An explanation of why we use exclusively NAND and NOR gates to create circuits in computers and a demonstration of how we convert AND-OR circuits into NAND-NAND circuits

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Thank you. This was pretty much the only vid that showed how to convert this via boolean algebra rather than "just look at this table and memorize it". Much appreciated - you probably cut down 2 hours of studying to 3 minutes :)

TheArnoldification

You, sir, are SO amazing! Been having a difficult time understanding the lecture material in class. I've watched so many of your videos now and they really help me clarify everything I've been confused on.
THANK YOU SO MUCH

CkieSandwiches

This seems quite complicated. Just learn And & Or gates and remember that the outcome for N'and & N'or gates are the complete opposite logical outcome. Any zero in a N'and gate's input will give you a 1 output, conversely any 1 in a N'or gate's input will give you a zero output.
An Ex Or- (Exclusive or gate) needs a 1-0 or 0-1 input to get a 1 output. An Ex N'or- (exclusive N'or gate) will give a 1 output with either a two 1s or two 0s input.

squarepants

I think there's a practical answer to this:
Why don't we use 128 equally-spaced voltages between 0 and 5 to represent ascii?

garyha

at 2:32....shouldn't (x'+y')' become x' NOR y' ?
because (x + y)' is supposed to be x NOR y right?

erictsang

Need help on an EE problem? Locate: 'Circuit Solver' by Phasor Systems on Google Play.

robertlake

Neither and nor ;) It doesn't matter.

Jakefrc

Got a circuit you wanna build? Test it out here first. Search: 'Circuit Solver' by Phasor Systems on Google Play.

jinshikami

Got a circuit you wanna build? Test it out here first. Look up: 'Circuit Solver' by Phasor Systems on Google Play.

jinshikami

Hey could you try this software? Any feedback is appreciated! Type: 'Circuit Solver' on Google Play.

jinshikami

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