A satellite is orbiting around earth with its orbit radius `16` times as great as that of parking satellite. What is the period of this satellite.

A satellite is orbiting around the earth at a mean radius of 16 times that of the geostationary orbit. What is the period of the satellite ?

A body is orbiting around earth at a mean radius which is two times as greater as the parking orbit of a satellite, the period of body is

A body is orbiting around earth at a mean radius which is two times as greater as the parking orbit of a satellite, the period of body is

A satellite is orbiting around the earth with orbital radius R and time period T. The quantity which remains constant is

An earth satellite X is revolving around earth in an orbit whose radius is one - fourth the radius of orbit of a communication satellite . Time period of revolution of X is .

An earth satellite X is revolving around earth in an orbit whose radius is one - fourth the radius of orbit of a communication satellite . Time period of revolution of X is .

A satellite is revolving around the earth in an orbit of radius double that of the parking orbit and revolving in same sense. Find the periodic time duration between two instants when this satellite is closest to a geostationary satellite.

A body is orbitting around the earth at mean radius 9 times as great as the orbit of a geostationary satellite to how many days it will complete one revolution around the earth and what is its angular velocity ?