00:01
Hi, here in this given problem there are three different questions based upon current electricity.
00:06
The first one it is based upon the combination of capacitors, the mixed grouping series and parallel.
00:16
So that is something like this.
00:37
The terminals a and b, all these capacitors are of 2 microfarad each.
00:46
This is also 2 microfarad and these, the common capacitors, these are 1 microfarad each.
01:02
Now to find the net capacitance starting with this series combination, we know in series if identical capacitors are joined in series, the net capacitance is given as the value of one capacitor divided by the number of capacitors as these are two only.
01:19
So it comes out to be equal to 1 microfarad.
01:22
Then this one is in parallel with this one.
01:25
So cp, that is 1 plus 1 means 2 microfarad.
01:29
Then again, as it becomes 2 microfarad, so again it is in series with this two.
01:34
So again it will become 2 and 2, 1 microfarad.
01:38
Then 1 plus 1 again 2.
01:41
Then this 2 and 2 again in series 1.
01:44
1 and 1 again in parallel.
01:46
So 2, then again 2 and 2 in series.
01:49
So becomes 1 and 1 and 1 again in parallel becomes 2.
01:53
So finally 2 and 2 in series.
01:57
So net capacitance of this combination comes out to be equal to 1 microfarad only.
02:04
And this is the option a which is correct over here.
02:09
Now in the second problem.
02:12
This is the circuit having a resistor resistance 3 ohm.
02:19
In parallel with it, there is a capacitor.
02:23
Capacitor having capacitance 2 microfarad.
02:27
Then a cell providing 12 volt and its internal resistance 1 ohm.
02:35
As we know in a steady state, there will be no current through capacitor...