A steel ball is suspended from the ceiling of an accelerating carriage by means of cords A and B. Determine the acceleration a of the carriage which cause the tension in A to be twice that in B.

A steel ball is suspended from the ceiling of an acceleration carriage by means of two cords A and B. Determine the acceleration a of the carriage which will cause the tension in A to be twice that in B.

A ball is suspended from the accelerating car by two cords 'A' and 'B' . The acceleration 'a' of the car which will cause the tension in 'A' to be twice the tension in B, is

A steel is suspended in an accelerating cabin by two cords A and B If the accelerration of the frame is a=(g)/(3sqrt(3)) then the tesion in A is x times the tension in B Find x.

A pendulum is hanging from the ceiling of a railway carriage making an angle of 30^(@) with the vertical direction . The acceleration of the carriage is :

A small sphere is suspended by a string from the ceiling of a car. If the car beings to move with a constant acceleration a, the inclination of the string to the vertical is:

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 small metallic sphere of mass m is suspended from the ceiling of a car accelerating on a horizontal road with constant acceleration a. The tension in the string attached with metallic sphere is

A pendulum is hanging from the ceiling of a car having an acceleration a_(0) with to the road. Find the angle made by the string with the verical and tension in the string.

A pendulum bobof masss 50 g is suspended from the ceiling of an elevator. Find the tension in the string if the elevator a. goes up with acceleration 1.2 m/s^2 , b. goes up with deceleration 1.2 m/s^2 , c. goes up with uniform velocity, d. goes down with acceleration 1.2 m/s^2 e. goes down with deceleration 1.2 m/s^2 and f. goes downwith uniform velocity.

A small ball is suspended by a string from the ceiling of a car. As the car accelerates at a rate ‘a’ the string makes an angle 'a' with the vertical in equilibrium. Then the tension in the string is :