A pendulum of mass m and length l is suspended from the ceiling of a trolley which has a constant acceleration a in the maximum deflection `theta` of the pendulum from the vertical.

A simple pendulum is suspended from the ceiling of a train which is moving with an acceleration a .The angular of inclination of the pendulum from the vertical will be

Figure shows a pendulum suspended from the roof of a car that has a constant acceleration a relative to the ground. Find the deflection of the pendulum from the vertical as observed from the ground frame and from the frame attached with the car.

A pendulum is hanging from the ceiling of a trolley which moves down a smooth inclined plane. Then

Aa simple pendulum is suspended from the ceiling of a vehicle which moves down an inclined plane o inclination Theta . The period of oscilation of the pendulum is

A simple pendulum whose length is 20 cm is suspended from the ceiling of a lift which is rising up with an acceleration of 3.0ms^(-2) . Calculate the time-period of the pendulum.

A simple pendulum of length 1 feet suspended from the ceiling of an elevator takes pi/3 seconds to complete one oscilation. Find the acceleration of the elevator.

A simple pendulum of length 1 feet suspended from the ceiling of an elevator takes pi/3 seconds to complete one oscilation. Find the acceleration of the elevator.

A simple pendulum of length 1 feet suspended from the ceiling of an elevator takes pi/3 seconds to complete one oscilation. Find the acceleration of the elevator.