00:01
Let's have a look at the question.
00:03
So now for this, first of all, let us clear the basic concept for the gates.
00:08
So if we have a and b and here we have a end gate.
00:20
So for and gate we get the input as a multiplied by b.
00:30
Similarly, if we have a and we have this symbol, so this means negation.
00:40
That is we will get here the result a complement.
00:44
Then we have again a and b and we have or gate.
00:55
So for or gate we get the result as a plus b.
01:02
And last gate we have is for a and b and here we have x or gate.
01:10
So for this we get the result as a b complement plus a complement b.
01:21
Now as we have been given the diagram as a b and here we have negation mark so here and gate is given and here also we have a negation so here we will get the input as a then b negation and we have a whole negation.
01:46
So here at last we will get a negation that is complement b.
01:53
As b has double complement so this b will get cancelled.
01:58
Now here we have c and a and here we have been given a or gate.
02:08
So here the output will be c plus a and then thirdly we have been given b c.
02:16
C.
02:16
And a and gate is drawn.
02:21
So here we will get the result as b into c...