Pendulum `A` is a physical pendulum made from a thin, rigid and uniform rod whose length is `d`. One end of this rod is attached to the ceiling by a frictionless hinge, so that the rod is free to swing back and forth. Pendulum `B` is a simple pendulum whose length is also `d`. Obtain the ratio `(T_(A))/(T_(B))` of their periods for small angle oscillations.
There is a rod of length l and mass m . It is hinged at one end to the ceiling. The period of small oscillation is
A vertical rod is rotating about its axis with a uniform angular speed omega . A simple pendulum of length l is attached to its upper end what is its inclination with the rod ?
A simple pendulum has time period T. A uniform rod, whose length is the same as that of the pendulum, undergoes small oscillations about its upper end. Its time period of oscillation will be -
A pendulum is formed by pivotting a long thin rod of length L and mass m about a point P on the rod which is a distance d above the centre of the rod as shown. The time period of this pendulum when d = L/2 will be
A thin uniform rod of length l is pivoted at its upper end. It is free to swing in a vertical plane. Its time period for oscillation of small amplitude is
A pendulum is formed by pivoting a long thin rod of length L and mass m about a point P on the rod which is a distance d above the centre of the rod as shown. Time period will be minimum when d is equal to
A thin uniform rod of length L = 100cm is to be pivoted about some point passing through the rod is allowed to swing as a physical pendulum. For this situation mark the correct statement (s) [take g = 10m//s^(2)]