00:01
So here we have been given a charged conductor.
00:06
So this charged conductor has the radius r and the charge q is scattered all over it.
00:17
So of course this charged conductor is spherical in shape and we need to figure out the energy that is contained in this conducting sphere.
00:25
So that energy, let's say we denote it by you and we need to figure out this.
00:30
So for this we will consider the known value for the capacitance of the sphere.
00:37
So we know the capacity is 4 pi epsilon not into r.
00:41
So we're going to use this expression.
00:44
And we will use the process.
00:46
We will use the idea that this complete charge is able to deposit only by providing small small charges.
00:56
So of course if small charges are being deposited here, there will be the development of potential so that potential difference, we know it is the work done to move this unit charge...