00:01
Hi everyone in this question they have given the mass of the earth or radius the earth above and estimate the gravitational field strength.
00:09
So the given mass of the earth is 6 times 10 to the power 24 kilogram and the radius of the earth are which is 6 .4 times 10 power 6 .6 meter and we are going to calculate the gravitational field strength.
00:35
At the surface of the earth.
00:37
So using the formula, g which is equal to acceleration due to gravity, gm divided by r square.
00:47
Here, g is the gravitational constant, constant, and we can get that substituting this, g which is equal to 6 .67 times 10 to the power minus 11 meter cube per kilogram second square.
01:14
So this is the value of the gravitational constant and substituting all the given values we get the value of g which is g which is equal to 9 .77 or else we can write it 9 .8 meter per second square.
01:35
So this is the value of g and you can say yes, newton per kilogram.
01:40
So 9 .8 newton per kilogram.
01:45
Then they have given h value which is h equal to 850 km.
01:53
So height 850 kilometer, we can write it as 850 -30 meter.
02:05
And then the gravitational field strength above the surface of the earth is given by using the same g -h, which is equal to g .m, which is the formula to find that...