In the following four periods
(i) Time of revolution of a satellite just above the earth's surface
(ii) Period of oscillation of mass inside the tunnel bored along the diameter of the earth
(iii) Period of simple pendulum having a length equal to the earth's radius in a uniform field of
(iv) Period of an infinite length simple pendulum in the earth's real gravitational filed
The height from the earth surface at which the value of acceleration due to gravity reduces to of its value at earth's surface (assume earth to be sphere of radius )
A geostationary satellite is orbiting the earth at a height of 6 above the surface of the earth; R being the radius of the earth. What will be the time period of another satellite at a height 2.5 R from the surface of the earth?
If a body describes a circular motion under inverse square field, the time taken to complete one revolution T is related to the radius of the of the circular orbit is