Both the blocks are given same velocity towards right. In how much time , the smaller block will separate from the large block.

Figure shows a small block of mass m kept at the left end of a larger block of mass M and length l. The system canslide on a horizontal road. The system is started towards right with an initia velocity v. The friction coefficient between the road and the bigger block is mu and that between the block is mu/2 . Find the time elapsed before the smaller blocks separates from the bigger block.

Both the blocks as shown in figure are given together a horizontal velocity towards right. The acceleration of the centre of mass of the system of block is (m_(A) = 2m_(B) = 2kg) .

Both the blocks as shown in figure are given together a horizontal velocity towards right. The acceleration of the centre of mass of the system of block is (m_(A) = 2m_(B) = 2kg) .

Both the blocks as shown in figure are given together a horizontal velocity towards right. The acceleration of the centre of mass of the system of block is (m_(A) = 2m_(B) = 2kg) .

In the arrangement shown in the figure the system is in equilibrium. Mass of the block A is M and that of the insect clinging to block B is m. Pulley and string are light. The insect loses contact with the block B and begins to fall. After how much time the insect and the block B will have a separation L between them.

Determine the time in which the smaller block reaches other end of bigger block in figure

Determine the time in which the smaller block reaches other end of bigger block in figure