00:01
Let's start the question.
00:04
This question is about the gauss law.
00:07
So as we know, the gauss law states that the electric flux is defined by the product of or the line integral of e dot ds is given by total charge enclosed divided by epsilon naught which is permittivity of the free space.
00:35
Therefore, minus of e1 of a will be equal to sigma 1 of a divided by epsilon naught.
00:47
So cancelling the area, we get sigma 1, surface chance density will be equal to minus of e1 epsilon naught.
00:56
Putting the values, we get minus of 699 into 10 raised to power 3 multiplied by the value of epsilon naught that is 8 .85 into 10 raised to power minus 12.
01:10
Solving, we get the surface charge density as minus of 6 .186 newton coulomb per meter square.
01:20
And hence, so similarly, similarly, we have e2 of a will be equal to sigma 2 a divided by epsilon naught...