Hi guys,
Just looking for some clarification on product of sums simplification. I have tried to simplifiy this a few times now and my truth tables just dont seem to match up. If you could kindly show what it should be, and how to get there, i would be very appreciative.
(!A + B + C) (A + B + C)
where ! represents a compliment.
The actual sum has a third set of brackets with three more values, but I would like to save some of the learning for me to figure out.
Thanks,
Frazz
Just looking for some clarification on product of sums simplification. I have tried to simplifiy this a few times now and my truth tables just dont seem to match up. If you could kindly show what it should be, and how to get there, i would be very appreciative.
(!A + B + C) (A + B + C)
where ! represents a compliment.
The actual sum has a third set of brackets with three more values, but I would like to save some of the learning for me to figure out.
Thanks,
Frazz