00:01
Here in the part 2 question.
00:04
It says that if a planet is closer to sun, then how its orbital period is related.
00:20
If a planet is closer, then we can say that then the orbital period of that planet will be shorter.
00:31
So if the planet is closer, then orbital period will be shorter.
00:35
And if the planet distance is longer then the orbital period will be also longer.
00:43
Now we are moving on to the next part, part three.
00:47
Here we are given saturn's orbital period is equal to 29 .5 years.
01:07
So we need to calculate the distance of saturn from sun.
01:14
A of saturn is to be calculated.
01:16
A of saturn represents the distance of planet saturn from sun by kpl's third low.
01:28
The relation between the distance and time period is given, that is the relation between a planet's distance, that is, distance square is equal to, sorry, distance cube is equal to square times its time period.
01:45
So here the distance of planet saturn from sun its cube will be equal to the square times its time period...