The upper surface of blokc C is horizontal and its right part is inclined to the horizontal at angle `37^(@)`. The mass of blocks A and B are `m_(1) = 1.4kg and m_(2)=5.5kg`, respectively. Neglect friction and mass of the pulley. Calculate acceleration a with which block C should be moved to the right so that A and B can remain stationary relative to it.

Pulleys shown in the system are massless and fricionless. Threads are inextensible. The mass of blocks A, B, and C are m_(1)=2kg, m_(2)=4kg , and (m_3)=2.75 kg , respectively. Calculate the acceleration of each block.

In the arrangement shown in figure pulleys are mass of block A,b and C is m_(1) = 5 kg m_(2) = 4 kg and m_(3) = 2.5 kg respectively .Co-efficient acceleration of friction for both the plane is mu = 0.50 Calculate acceleration of which block when system is released from rest

In the arrangement shown in figure pulleys are mass of block A,b and C is m_(1) = 5 kg m_(2) = 4 kg and m_(3) = 2.5 kg respectively .Co-efficient acceleration of friction for both the plane is mu = 0.50 Calculate acceleration of which block when system is released from rest

Pulleys shown in the system of the figure are massless and friction less. Threads are inextensible. Mass of block A, B and C are m_(1) kg,m_(2) =4kg and m_(3) = 2.75kg , respectively .Calculate acceleration of A block

The pulley of the system shown in Fig is massless and frictionless and thread and thread is inextensible Then horizontal surface over which block C is smooth while for all the remaining surface is mu Calculate minimum acceleration a with which the system should be moved to the right so that suspented block A (mass m ) and B (mass M and M gt m ) can remain stationary relative to C

The pulley of the system shown in Fig is massless and frictionless and thread and thread is inextensible Then horizontal surface over which block C is smooth while for all the remaining surface is mu Calculate minimum acceleration a with which the system should be moved to the right so that suspented block A (mass m ) and B (mass M and M gt m ) can remain stationary relative to C

In the figure-2.205 shown in blocks A, B and C has masses m_(A)= 5 kg, m_(B) = 5 kg and m_(C )= 10kg respectively, find the acceleration of the three blocks. Assume all pulleys and strings are ideal. (Take g = 10m//s^(2) )

The figure shows blocks in contact and kept on a smooth horizontal surface. What is the ratio of force exented by block A on B to that of B on C. (m_A=5kg , m_B =2kg,m_c =1kg)

The figure shows blocks in contact and kept on a smooth horizontal surface. What is the ratio of force exented by block A on B to that of B on C. (m_A=5kg , m_B =2kg,m_c =1kg)