00:01
So in this question it is given that the output voltage that is denoted by v0.
00:10
So this is connected to the negative terminal with a feedback gain to be equal to 1.
00:28
That is we can say that here b is equals to 1.
00:34
Then we can calculate the gain in db.
00:39
That is b db will be equals to 20 log based in b so this will be equals to 20 log 10 into 1 as the value of b is equal to 1 so this will be corresponds to the value of 0 db so now we have our required formula for the output voltage and this is given by v0 is equal to vs tars minus v0 into aol.
01:24
So this will be further equals to v .s .aol minus v0aol.
01:38
This will be equal to 1 plus aol into v0 is equal to vs aol.
01:46
Aol.
01:49
That means v0 by vs here is equal to aol divided by 1 plus aol.
02:01
So this will be equals to acl.
02:07
As we have got our required ratio for v0 by vs, so here the closed loop gain again that is denoted by a .cl is equal to a .cl.
02:23
A0l plus divided by 1 plus a0l that we have derived of.
02:31
Putting down the respective values, we get 1 ,000 upon 1 plus 1 ,000 and this will be equal to 0 .99, which will be approximately equal to 1.
02:46
Now proceeding to the next step of the solution where it is given in the question that the value for a0l is decreased by 10%...