Find tension in the string between blocks 3kg and 4kg. Friction is negligible.

A block of mass 2 kg is kept at rest on a smooth inclied plane as shown in (a) with the help of a string Find the tension in the string and reaction on the block if the string is cut, find the acceleration of the block neglecting friction.

Find interaction force between 3Kg and 4Kg block.

Find interaction force between 3Kg and 4Kg block.

Find interaction force between 3Kg and 4Kg block.

Two block tied with a massless string of length 3m are placed on a rotating table as shown. The axis of rotation is 1m from 1kg mass and 2m from 2kg mass. The angular speed omega=4rad//s . Ground below 2kg block is smooth and below 1kg block is rough. (g=10m//s^(2)) (a) Find tension in the string, force of friction on 1kg block and its direction. If coefficient of friction between 1kg block and groung is mu=0.8 Find maximum angular speed so that neither of the blocksd slips. (c) If maximum tension in the string can be 100N , then maximum angular speed so that neither of the blocks slips.

Two block tied with a massless string of length 3m are placed on a rotating table as shown. The axis of rotation is 1m from 1kg mass and 2m from 2kg mass. The angular speed omega=4rad//s . Ground below 2kg block is smooth and below 1kg block is rough. (g=10m//s^(2)) (a) Find tension in the string, force of friction on 1kg block and its direction. (b) If coefficient of friction between 1kg block and groung is mu=0.8 . Find maximum angular speed so that neither of the blocksd slips. (c) If maximum tension in the string can be 100N , then maximum angular speed so that neither of the blocks slips.

In the figure shown , two blocks of masses 2 kg and 4kg are connected by a massless string which is just taut (i.e., tension is zero at this moment ). Now two forces 4 N and 15 N are applied on blocks . The tension in the string is (coefficient of static and kinetic friction are same ). [ g = m//s^(2) ]

There are two block as shown in the figure of masses 1kg and 4kg . Friction coefficient between any two surfaces are 0.2 then find maximum value of horizontal force F so that both blocks moves together.

There are two block as shown in the figure of masses 1kg and 4kg . Friction coefficient between any two surfaces are 0.2 then find maximum value of horizontal force F so that both blocks moves together.

A body of mass 20kg is moving on a rough horizontal plane. A block of mass 3kg is connected to the 20 kg mass by a string of negligible mass through a smooth pulley as shown in the figure. The tension in the string is 27 N. The coefficient of kinetic friction between the heavier mass and the surface is (g = 10m/ s^2 )