00:01
This problem is to find what our weight on a neutron star would be, given that our weight on earth is 675 meters.
00:11
We're also told that the neutron star has the equivalent mass of our sun, which is one solar mass.
00:19
So i've written this here as 1 .99 times that 30 kilograms.
00:23
We know that mass of the earth is 5 .97 times than 24 kilograms, which would be also important.
00:29
And we're also told that the neutron star has a radius, or we're told that it has a diameter of 20 kilometers.
00:36
So that means it has a radius of 10 kilometers, which is 10 times 33 meters.
00:41
At the same time, the radius of the earth, we can look up as 6 .37 times 10 to 6 meters.
00:47
So these are the two situations that we have.
00:49
We have situation a, so this is our e, let's call it.
00:54
This is the earth scenario, and this is the neutron star scenario below it.
00:59
Okay, so given that we weight 675 neutrons of earth, that means that our gravitational pull towards the earth, so the gravitational force acting us, acting on us on the surface of the earth, which is g, so newton's constant times the mass of the earth times our mass, divided by the radius of the earth squared, is equal to 675 mutinous...