A `6 kg` block `B` rests as shown on the upper surface of a `15 kg` wedge `A` . Neglecting friction , determine immadiately after the system is released from rest (a) the acceleration of `A` (b) the acceleration of `B` relative to `A` (take `g = 10 m//s^(2))`

Wedge shown in the figure is fixed . System is released from rest (Neglect friction )

The block B starts from rest and slides on the wedge A which can move on a horizontal surface, Neglecting friction, determine (a) the acceleration of wedge, (b) the acceleration of the block relative to the wedge.

In the system shown block is released from rest on the inclined surface of the wedge. The acceleration of the wedge will be (assume friction to be absent)

A 20 kg block B is suspended from a cord attached to a 40 kg cart A. The ratio of the acceleration of the cart in cases (i) & (ii) shown in figure immediately after the system is released from rest is _________ . (neglect friction) .

The acceleration of 3 kg block in the arrangement shown in the diagram ,when the given system is released from rest is

The acceleration of 3 kg block in the arrangement shown in the diagram ,when the given system is released from rest is

Two blocks of masses 5kg and 10kg are attached with the help of light string and placed on a rough incline as shown in the figure. Coefficients of friction are as marked in the figure. The system is released from rest. Determine the acceleration of the two blocks.

In the system shown in fig., m_(A)=4m , m_(B)=3m , and m_(c)=8m . Friction is absent everywhere. String is inextensible and light. If the system is released from rest, then Acceleration of block C is