359762 If the time period of a satellite is \(20\) hours and is in equatorial plane rotating in the direction of earth's rotation (\(i.e.\) west to east), then for an observer at a fixed point on the Earth, the time interval between two consecutive overhead appearances will be

359763 A satellite of mass \(m\) revolves around the earth of radius \(R\) at a height \(x\) from its surface. If \(g\) is the acceleration due to gravity on the surface of the earth, the orbital speed of the satellite is

359764 Assertion :
For a satellite revolving very near to earth's surface the time period of revolution is given by 1 hour 24 minutes.
Reason :
The period of revolution of a satellite depend only upon its height above the earth's surface.

359765 Two satellites of mass \(m\) and 9\(m\) are orbiting a planet in orbits of radius \(R\). Their periods of revolution will be in the ratio of

359762 If the time period of a satellite is \(20\) hours and is in equatorial plane rotating in the direction of earth's rotation (\(i.e.\) west to east), then for an observer at a fixed point on the Earth, the time interval between two consecutive overhead appearances will be

359763 A satellite of mass \(m\) revolves around the earth of radius \(R\) at a height \(x\) from its surface. If \(g\) is the acceleration due to gravity on the surface of the earth, the orbital speed of the satellite is

359764 Assertion :
For a satellite revolving very near to earth's surface the time period of revolution is given by 1 hour 24 minutes.
Reason :
The period of revolution of a satellite depend only upon its height above the earth's surface.

359765 Two satellites of mass \(m\) and 9\(m\) are orbiting a planet in orbits of radius \(R\). Their periods of revolution will be in the ratio of

359762 If the time period of a satellite is \(20\) hours and is in equatorial plane rotating in the direction of earth's rotation (\(i.e.\) west to east), then for an observer at a fixed point on the Earth, the time interval between two consecutive overhead appearances will be

359763 A satellite of mass \(m\) revolves around the earth of radius \(R\) at a height \(x\) from its surface. If \(g\) is the acceleration due to gravity on the surface of the earth, the orbital speed of the satellite is

359764 Assertion :
For a satellite revolving very near to earth's surface the time period of revolution is given by 1 hour 24 minutes.
Reason :
The period of revolution of a satellite depend only upon its height above the earth's surface.

359765 Two satellites of mass \(m\) and 9\(m\) are orbiting a planet in orbits of radius \(R\). Their periods of revolution will be in the ratio of

359762 If the time period of a satellite is \(20\) hours and is in equatorial plane rotating in the direction of earth's rotation (\(i.e.\) west to east), then for an observer at a fixed point on the Earth, the time interval between two consecutive overhead appearances will be

359763 A satellite of mass \(m\) revolves around the earth of radius \(R\) at a height \(x\) from its surface. If \(g\) is the acceleration due to gravity on the surface of the earth, the orbital speed of the satellite is

359764 Assertion :
For a satellite revolving very near to earth's surface the time period of revolution is given by 1 hour 24 minutes.
Reason :
The period of revolution of a satellite depend only upon its height above the earth's surface.

359765 Two satellites of mass \(m\) and 9\(m\) are orbiting a planet in orbits of radius \(R\). Their periods of revolution will be in the ratio of