Two particles of equal mass are connected to a rope AB of negligible mass, such that one is at end A and the other dividing the length of the rope in the ratio 1:2 from A.The rope is rotated about end B is a horizontal plane. Ratio of the tensions in the smaller part to the other is (ignore effect of gravity)

One end of a rope is fastened to the ceiling of a room and the other is pulled by a force 2F. What is the tension in the rope at the lower end ?

Two persons are holding a rope of negligible mass horizontally. A 20 kg mass is attached to the rope at the midpoint, as a result the rope deviates from the horizontal direction. The tension required to completely straighten the rope is (g=10m//s^(2))

A straight rope of length 'L' is kept on a frictionless horizontal surface and a force 'F' is applied to one end of the rope in the direction of its length and away from that end. The tension in the rope at a distance 'I from that end is 9

A cart of mass M is tied to one end of a massless rope of length 10 m . The other end of the rope is in the hands of a man of mass M . The entire system is on a smooth horizontal surface. The man is at x=0 and the cart at x=10 m . If the man pulls the cart by the rope, the man and the cart will meet at the point

A cart of mass M is tied to one end of a massless rope of length 10 m . The other end of the rope is in the hands of a man of mass M . The entire system is on a smooth horizontal surface. The man is at x=0 and the cart at x=10 m . If the man pulls the cart by the rope, the man and the cart will meet at the point

Block A of mass m//2 is connected to one end of light rope which passes over a pulley as shown in fig. A man of mass m climbs the other end of rope with a relative acceleration of g//6 with respect to rope. Find the acceleration of block A and tension in the rope.

Block A of mass m//2 is connected to one end of light rope which passes over a pulley as shown in fig. A man of mass m climbs the other end of rope with a relative acceleration of g//6 with respect to rope. Find the acceleration of block A and tension in the rope.

Block A of mass m//2 is connected to one end of light rope which passes over a pulley as shown in fig. A man of mass m climbs the other end of rope with a relative acceleration of g//6 with respect to rope. Find the acceleration of block A and tension in the rope.

A block of mass M is pulled along a horizontal frictionless surface by a rope of mass m as shown in A horizontal force F is applied to one end of the rope. Find (a) the acceleration of the rope and block (b) the force that the rope exerts on the block (c) the tension in the rope at its mid point