Find the maximum value of (m//m) in the situation shown in figure so that the system remains at rest. Friction coefficient of both the contacts is `mu` , string is massless an pulley is friction less.

Find the maximum value of M//m in the situation shown in figure so that the system remains at rest. Friction coefficient at both the contacts mu . Discuss the situation when tanthetagtmu

Find the maximum value of M//m in the situation shown in figure so that the system remains at rest. Friction coefficient at both the contacts mu . Discuss the situation when tanthetagtmu

Find the maximum value of M//m in the situation shown in figure so that the system remains at rest. Friction coefficient at both the contacts mu . Discuss the situation when tanthetagtmu

In the arrangement shown in the figure if the blocks of masses m and 2m are released from the state of rest tension in the string is ( mu = coefficient of friction string is massless and inextensible pulley is frictionless )

Find the mass M in the situation shown in figure-2.212 such that m remains at rest on the front surface of M_(1) . The coefficient of friction between the front surface of M_(1) and that of m is mu .

The maximum value of the block m_(2) for which the system will remain in equilibruim (coefficient of friction between block m_(1) and plane surface is mu , Pulley are mass less ) is :

In the arrangement shown in figure what should be the mass of block A , so that the system remains at rest ? Neglect friction and mass of string.

In the arrangement shown in figure what should be the mass of block A , so that the system remains at rest ? Neglect friction and mass of string.

In the arrangement shown in figure, pulley and string are light. Friction coefficient between the two blocks is mu whereas the incline is smooth. Block A has mass m and difference in mass of the two blocks is deltam . Find minimum value of m for which the system will not accelerate when released from rest.