Find the minimum value of F and the tension in the string so that the blocks move with constant ...

Figure shown a block of mass m placed on a smooth wedge of mass M. Calculate the minimum value of M' and tension in the string, so that the block of mass m will move vertically downwards with acceleration 10ms^(-2)

The tension in the string connected between blocks is

Find out F_min so that block will move

Find the minimum value of force (in N) man should apply so that block can move

A block of mass 2 kg is kept at rest on a smooth inclied plane as shown in (a) with the help of a string Find the tension in the string and reaction on the block if the string is cut, find the acceleration of the block neglecting friction.

Find out the acceleration of the blocks and tensions in the strings.

Find the maximum value of force F such that the block shown in the figure does not move

Find minimum mu between the block so that both blocks move with same acceleration.

Find tension /tensions in the string/strings in the following cases:

Find minimum μ so that the blocks remain stationary.