Show that the time period of a compound pendulam is minimum when it is suspended from a point at a distance equal to its radius of gyration.

If the time period of a simple pendulam is 10 seconds, then its frequency ius ______Hz.

Show that the time period of a simplw pendulam of infinite length is given by t=2pi sqrt((R)/(g)) where R is the radius of the earth

If the moment of inertia of a rigid body is numerically equal to its mass, radius of gyration is

If the distance between the cnetre of gravity and point of suspension of a compound pendulum is l and the radius of gyration about the axis passing through its centre of gravity is k , its time period will be infinite if

The distance between the point of suspension and the centre of gravity of a compound pendulum is l and the radius of gyration about the horizontal axis through the centre of gravity is k , then its time period will be

The distance between the point of suspension and the centre of gravity of a compound pendulum is l and the radius of gyration about the horizontal axis through the centre of gravity is k , then its time period will be

The distance between the point of suspension and the centre of gravity of a compound pendulum is l and the radius of gyration about the horizontal axis through the centre of gravity is k , then its time period will be