Consider the situation as shown in the figure.
The maximum value of `m` so that the blocks do not move is

A homogeneous chain of length L lie on a table. If the coefficent of friction is mu , find the maximum length L_(1) of the chain which can hang from the edge of the table without the chain sliding down. (b) Consider the situation as shown in the figure. Find teh minimum value of m so that the blocks do not move.

Consider the situation as shown in the figure. Locate the center of mass.

Consider the situation shown in the figure. Find acceleration of A.

Consider the situation shown in the figure. Find acceleration of B.

Consider the situation shown in the figure. Find acceleration of A.

Consider the situation shown in the figure. Find acceleration of B.

Consider the situation as shown in the figure. Choose the correct option.

A uniform cubical block of mass M is attached to a pulley. One end of a string, passing over the pulley is fixed to a light pole while is fixed on the bigger block and its another end is attached to a block of mass m as shown in figure. The maximum value of the mass m so that the block does not topple is : (string and pulley are ideal)

A uniform cubical block of mass M is attached to a pulley. One end of a string, passing over the pulley is fixed to a light pole while is fixed on the bigger block and its another end is attached to a block of mass m as shown in figure. The maximum value of the mass m so that the block does not topple is : (string and pulley are ideal)