00:01
In this question, we want to know how many polarization sheets is required to rotate at being 90 degrees first, and then require how many sheets we require to have 60 % of the original intensity at the same degree.
00:19
We can do this rotation with only one polarization sheet because if we put 90 degrees directly, we block everything.
00:28
So for the first situation here, we can use two polarization sheets.
00:35
So let the first one at a diagonal theta, and the second one at 90 degrees.
00:44
So how will be the intensity? so i, the intensity will be i0 cosine square of theta, cosine square of 90 degrees minus theta.
01:00
So we can write this as sine square, so i0 cosine square theta, sine square theta.
01:12
So provided that theta is not zero or 90 degrees, we have the intensity is different from zero.
01:23
And this means that last passage to and the polarization in the end will be 90 degrees.
01:31
Now, for the second case, we want to know how many sheets is necessary to make the polarization 90 degrees and also have a intensity, final intensity of 60 % of the initial intensity at least, i zero...