`1 kg` and `4 kg` blocks lie on a rough horizontal surface. The coefficient of friction between `4 kg` blocks and surface is `0.2` while the coefficient of firction between `1 kg` blocks and the surface is `0.6`. All the pulley shown in the figure are massless and frictionless and all strings are massless and frictionless and all strings are massless.

A block is kept on a rough horizontal surface as shown. Its mass is 2 kg and coefficient of friction between block and surface (mu)=0.5. A horizontal force F is acting on the block. When

A block is kept on a rough horizontal surface as shown. Its mass is 2 kg and coefficient of friction between block and surface (mu)=0.5. A horizontal force F is acting on the block. When

A block is kept on a rough horizontal surface as shown. Its mass is 2 kg and coefficient of friction between block and surface (mu)=0.5. A horizontal force F is acting on the block. When

Consider the shown arrangement. The coefficient of friction between the two blocks is 0.5 . There is no friction between the 4 kg block and of 12 N is applied on the 2 kg block as shown in the figure, the acceleration of the 4 kg block would be

In the figure, m_(1)=m_(2)=10 kg . The coefficients of friction between A, B and B , surface are 0.2 . Find the maximum value of m_(3) so that no block slips ( All the pullies are ideal and strings are massless).

Acceleration of pulleys and blocks are as shown in the figure. All pulleys & strings are massless & frictionless magnitude of a_(A) and a_(B) are : .

Acceleration of pulleys and blocks are as shown in the figure. All pulleys & strings are massless & frictionless magnitude of a_(A) and a_(B) are : .

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

Block B of mass m_(B) = 0.5 kg rests on block A, with mass m_(A) = 1.5kg which in turn is on a horizontal tabletop (as shown in figure) .The coefficient of kinetic friction between block A and the tabletop is mu_(k) = 0.4 and the coefficient of static friction between block A and blockB is mu_(s) = 0.6 A light string attached block A passes over a frictionless, massless pulley and block C is suspeneded from the other end of the string. What is the largest mass m_(c) (in kg) that block C can have so that block A and B still slide together when the system is relaced from rest?