00:03
So here we've been given a question.
00:07
The question that we have is that we have a slab.
00:13
I'm going to grow it here.
00:16
So let me get my ruler first.
00:32
Okay, so we have a slab.
00:36
And we are going to grow it here.
00:42
That's the first line of our slab.
00:48
We have a slab here, like that.
00:53
And this slab.
01:01
Slab is 3 .1mm pick.
01:17
It is 4 .2 centimeters long.
01:35
We have light that comes in case where.
01:45
Of course it is refracted inside the block here and totally internally reflected like that.
02:09
And our job is to find out how many internal reflections this will go before it comes out of the slab.
02:21
The angle of incidence here is 50 degrees given in the question and we have also been given.
02:31
We have also been given the refractive index of this as 1 .48.
02:41
8.
02:42
Okay, so from that we can then calculate where does this light? we have been given that it strikes the midpoint.
02:56
So this distance here is exactly half of 3 .1 millimeters.
03:05
So it is 1 .5 5 millimeters.
03:10
Now we can get this angle here, r by using this refractive index.
03:18
So we use snell's law divided by sine of r is equal to 1 .8...