Initially spring is in natural length and both blocks are in rest condition. Then deter mine

maximum extension in spring . K = 20 N/M

A block of mass m is attached with a spring in vertical plane as shown in the figure. If initially spring is in its natural length and the block is released from rest, then maximum extension in the spring will be

The system is released from rest with spring intially in its natural length. If mass of the block m = 10 kg. and spring constant k = 100 N//m , then maximum extension in spring is :

The system is released from rest with spring intially in its natural length. If mass of the block m = 10 kg. and spring constant k = 100 N//m , then maximum extension in spring is :

Block A of mass m is placed on a plank B . A light support S is fixed on plank B and is attached with the block A with a spring of spring constant K . Consider that initially spring is in its natural length. If the plank B is given an acceleration a, then maximum compression in the spring is (xma)/(k) . Find the value of x (All the surface are smooth)

Block A of mass m is placed on a plank B . A light support S is fixed on plank B and is attached with the block A with a spring of spring constant K . Consider that initially spring is in its natural length. If the plank B is given an acceleration a, then maximum compression in the spring is (xma)/(k) . Find the value of x (All the surface are smooth)

Consider the system shown in figure. Pulley, string and spring are ideal and Deltam lt lt M . Initially spring is in it’s natural length and both the blocks are at rest. (Assume that initially Deltam was situated at origin). Maximum y coordinate of Deltam in subsequent motion is xmg/k then value of x is .

Consider the system shown in figure. Pulley, string and spring are ideal and Deltam lt lt M . Initially spring is in it’s natural length and both the blocks are at rest. (Assume that initially Deltam was situated at origin). Maximum y coordinate of Deltam in subsequent motion is xmg/k then value of x is .

Block A of mass m is placed on a plank B . A light support S is fixed on plank B and is attached with the block A with a spring of spring constant K. Consider that initialy spring is in the natural length, and the system is at rest. Find the maximum compression in the spring, if the plank B is moved with a constant acceleration 'a' . (All the surface are smooth) :

A system consists of block A and B each of mass m connected by a light spring as shown in the figure with block B in contact with a wall. The block A compresses the spring by 3mg/k from natural length of spring and then released from rest. Neglect friction anywhere. Maximum extension in the spring after system loses contact with wall