Two identicle particles A and B, each of mass m, are interconnected by a spring of stiffness k. If particle B experiences a forec F and the elongation of the spring is x, the acceleration of particle B relative to particle A is equal to

Two identical particle each of mass m are interconnectes by a light spring of stiffress k the time perticle for small oscitation is equal to

Two indentical particles each of mass 0.5 kg are interconnected by a light spring of stiffness 100 N/m, time period of small oscillation is

Two identical particles each of mass 0.5kg are interconnected by a light springs of stiffness 100N//m , time period of small oscillation is ….

Two identical particles each of mass m are connected by a light spring of stiffness K. The initial deformation of the spring when the system was at rest, x_(0) . After releasing the system, if one of the particles has a speed v and the deformation of the spring is x, find the speed of the other particle neglecting friction.

Two identical particles each of mass m are connected by a light spring of stiffness K. The initial deformation of the spring when the system was at rest, x_(0) . After releasing the system, if one of the particles has a speed v and the deformation of the spring is x, find the speed of the other particle neglecting friction.

Two particles A and B, each of mass m, are kept stationary by appyling a horizontal force F=mg on particle B as shown in fig.

Deduce the relations for (a) particle velocity (b) particle acceleration

Three particles A,B and C each of mass m are lying at the corners of an equilateral triangle of side L . If the particle A is released keeping the particles B and C fixed , the magnitude of instantaneous acceleration of A is

Three particles A,B and C each of mass m are lying at the corners of an equilateral triangle of side L . If the particle A is released keeping the particles B and C fixed , the magnitude of instantaneous acceleration of A is