If mass of a satellite is doubled and time period remain constant the ratio of orbit in the two cases will be

If the mass of a revolving around the sun is doubled and its frequency of revolution remains constant then the radius of its orbit will be

If the mass of a revolving around the sun is doubled and its frequency of revolution remains constant then the radius of its orbit will be

Two satellites are moving in circular orbits of same radii. The mass of the first satellite is double than the mass of the second one. Then the ratio of their time periods is

Two satellites are moving in circular orbits of same radii. The mass osf the first satellite is double than the mass of the second one. Then the ratio of their time periods is

does speed of satellite remain constant in an orbit ? Explain.

Time period of pendulum, on a satellite orbiting the earth, is

Time period of pendulum, on a satellite orbiting the earth, is

A communication satellite of earth which takes 24 hrs. to complete one circular orbit eventually has to be replaced by another satellite of same mass. It the new satellites also has an orbital time period of 24 hrs, then what is the ratio of the radius of the new orbit to the original orbit ?

Two satellites are orbiting around the Earth in circular orbits of the same radius. The mass of satellite A is five times greater than the mass of satellite B. Their periods of revolution are in the ratio