If at `t =0` right spring in (A) and right string in (B) breaks The ratio of magnitudes of instantaneous acceleration of blocks `A` & `B` is ` (5x)/(24)` calculate x
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The block are of mass 2 kg shown is in equlibrium. At t=0 right spring in figure (i) and right string in figure (ii) breaks. Find the ratio of instantaneous acceleration of blocks ?

The block are of mass 2 kg shown is in equlibrium. At t=0 right spring in figure (i) and right string in figure (ii) breaks. Find the ratio of instantaneous acceleration of blocks ?

The block are of mass 2 kg shown is in equlibrium. At t=0 right spring in figure (i) and right string in figure (ii) breaks. Find the ratio of instantaneous acceleration of blocks ?

Calculate the acceleration of block A and B in cases (a),(b), and (c ).

Calculate the acceleration of block A and B in cases (a),(b), and (c ).

If block B moves towards right with acceleration b, find the net acceleration of block A.

If block B moves towards right with acceleration b, find the net acceleration of block A.

Displacement is given by x = 1 + 2t + 3t^2 Calculate the value of instantaneous acceleration.

In the arrangement shown in fig neglect the masses of pulleys and string and also friction Calculate acceleration of blocks A and B

In (Q. 24.) the tension in string is T and the linear mass density of string is mu . The ratio of magnitude of maximum velocity of particle and the magnitude of maximum acceleration is