A block is attached with an ideal spring and string, and is in equilibrkum as shown in Figure. The acceleration of the block just after breaking the string is `a_(1)` and just after breaking the spring is `a_(2)`. Then

The block shown in figure is in equilibrium cut. Find acceleration of the block just after the string is

Find the acceleration of block A immediately after the string is cut .

The block shown in the figure in is equilibrium. Find acceleration of the block just after the string burns.

Two blocks A and B of same mass m attached with a light spring are suspended by a string as shown in fig. Find the acceleration of block A and B just after the string is cut.

Two blocks A and B of same mass m attached with a light string are suspended by a spring as shown in fig. Find the acceleration of block A and B just after the string is cut.

Two blocks A and B of same mass m attached with a light spring are suspended by a string as shown in fig. Find the acceleration of block A and B just after the string is cut.

Two block of mass 4 kg and 5 kg attached a light spring are suspended by a string as shown in figure. Find acceleration of block 5 kg and 4 kg just after the string is cut.

Two block of mass 4 kg and 5 kg attached a light spring are suspended by a string as shown in figure. Find acceleration of block 5 kg and 4 kg just after the string is cut.

A block tied between identical springs is in equilibrium. If upper spring is cut, then the acceleration of the block just after cut is 5 ms^(1) Now if instead of upper string lower spring is cut, then the acceleration of the block just after the cut will be (Take g=10 m//s^(2) ).

A block tied between identical springs is in equilirium. If upper spring is cut, then the acceleration of the nlock just after cut is 5 ms^(1) Now if instead of upper string lower spring is cut, then the acceleration of the block just after the cut will be (Take g=10 m//s^(2) ).