00:02
In this particular case, the radio station is here, 102 km away, and here is the ship, and the plane is over here at a height of age.
00:29
So, height is given in 780 meter, 975 meter, or 1170 meter.
00:37
Try to understand that this distance, this distance is much, much greater than...
00:46
Hence the slant distance from the radio station to the aeroplane can be approximated as d and the optical path and the you know the path then difference jel can be termed as d plus h from the radio station to the airplane minus d the distance from the radio station to the ship, which is h.
01:27
And this is also an approximation in this particular case.
01:31
We have got three different hs for hey.
01:34
So h equals h1, h2, and h3 are three different cases given for which destructive intertive interference happens if that is the case we have to also remember that this is when 180 degree phase shift occurs due to reflection hence we can say that h equals integral multiple of the wavelength which generally gives constructive interference but it is giving us destructive interference in this particular case.
02:46
Now, we will try to find lambda.
02:55
So, lambda equals h1 over n1, equals h2 over n2, equals h3 over n3, where h1, h2, h2, h3 are the given heights, n1 n2 and n3 are the integers so from here it is better to find what is n1 n2 and n3 because we know that h1 and h2 so let us just do this math over here let us just try to find h3 over h2 equals 1770 and 975 that comes out to be 1 .2...