A satellite is seen every `6 h` over the equator. It is known that it roates opposite to that of earth's direction. Then, the angular velocity (in radius per hour) of satellite about the centre of earth will be

A satellite is seen after every 8 hours over the equator at a place on the earth when its sense of rotation is opposite to the earth. The time interval after which it can be seen at the same place when the sense of rotation of earth and satellite is same will be:

A satellite is seen after every 8 hours over the equator at a place on the earth when its sense of rotation is opposite to the earth. The time interval after which it can be seen at the same place when the sense of rotation of earth and satellite is same will be:

A satellite is seen after every 8 hours over the equator at a place on the earth when its sense of rotation is opposite to the earth. The time interval after which it can be seen at the same place when the sense of rotation of earth and satellite is same will be:

A satellite is seen after every 8 hours over the equator at a place on the earth when its sense of rotation is opposite to the earth. The time interval after which it can be seen at the same place when the sense of rotation of earth and satellite is same will be:

If the radius of the earth is R, what will be the distance of a geostationary satellite from the centre of the earth ?

What is the angular velocity of a geostationary satellite in radian per hour ?

A satellite of mass m orbits around the Earth of mas M in an elliptical orbit of semi - major and semi - minor axes 2a and a respectively. The angular momentum of the satellite about the centre of the Earth is