In the given figure, pulleys and strings are massless. For equilibrium of the system, the value of  is -

In the given figure, pulleys and strings are massless. For equilibrium of the system, the value of alpha is -

In the diagram shown in figure, both pulleys and strings are massless. The acceleration of 2 kg block is

In the diagram shown in figure, both pulleys and strings are massless. The acceleration of 2 kg block is

As shown in figure pulley is ideal and strings are massless.If mass m of hanging block is the minimum mass to set the equilibrium of system, then -

In the shown mass pulley system, pulleys and string are massless. The one end of the string is pulled by the force F = mg. The acceleration of the block will be :

In the shown mass pulley system, pulleys and string are massless. The one end of the string is pulleed by the force F=2mg . The acceleration of the block will be

In the shown mass pulley system, pulleys and string are massless. The one end of the string is pulleed by the force F=2mg . The acceleration of the block will be

In the shown mass pulley system, pulleys and string are massless. The one end of the string is pulleed by the force F=2mg . The acceleration of the block will be

In the figure shown, the strings and pulleys are massless. The blocks are in equilibrium. If the force by the clamp on the pulley is sqrt(8/3) mg then (M)/(m) is equal to

In the figure shown, the strings and pulleys are massless. The blocks are in equilibrium. If the force by the clamp on the pulley is sqrt(8/3) mg then (M)/(m) is equal to