00:01
Hello friends, for the first part the boolean algebra is given as p dash q dash plus p r plus dash r.
00:11
Now we have three input p q and r.
00:16
So first p goes into a not gate and q also goes into a not gate and then we take the and of these two and we will have p dash q dash then we will have p and r goes into a and gate we have p r then we have q dash and r goes into another and gate and we will have q dash r.
01:07
So finally we have to take the or of these three.
01:32
So our book is y here y equals to p dash q dash plus p r plus dash r.
01:43
Now in part b we are given a b plus c into plus b the boolean algebra.
01:55
Now we have a b and c.
01:59
So now first both a and b both a and b goes into a and gate and we have then then a and b goes into a or gate and we have a plus b then i take the inner product of take the and of plus b and c and we will have c into a plus b.
03:06
Finally these two goes into a or gate.
03:27
The final output y equals to a b plus c into a plus b.
03:38
In part c the function is given as w x dash p plus y dash z plus w dash y plus p dash x plus y z...