In figure shown, pulleys are ideal `m_(1)gt 2m_(2)`. Initially the system is in equilibrium and string connecting `m_(2)` to rigid support below is cut. Find the initial acceleration of `m_(2)` ?

For the system shown in fog. m_(1) gt m_(2) gtm_(3) gt m_(4) . Initially, the system is at rest in equilibrium condition., if the string joining m_(4) and ground is cut, then just after the string is cut. Statement I: m_(1), m_(2), m_(3) remain stationary. Statement II: The value of acceleration of all the four blocks can be determined. Statement III: Only m_(4) remain stationary. Statement IV: Only m_(4) accelerates.

For the system shown in fog. m_(1) gt m_(2) gtm_(3) gt m_(4) . Initially, the system is at rest in equilibrium condition., if the string joining m_(4) and ground is cut, then just after the string is cut. Statement I: m_(1), m_(2), m_(3) remain stationary. Statement II: The value of acceleration of all the four blocks can be determined. Statement III: Only m_(4) remain stationary. Statement IV: Only m_(4) accelerates.

Find m_(3) if the system is in equilibrium the incline is smooth and string and pulley are light

Find m_(3) if the system is in equilibrium the incline is smooth and string and pulley are light

Consider the system of masses and pulleys shown in fig. with massless string and fricitionless pulleys. (a) Give the necessary relation between masses m_(1) and m_(2) such that system is in equilibrium and does not move. (b) If m_(1)=6kg and m_(2)=8kg , calculate the magnitude and direction of the acceleration of m_(1) .

Consider the system of masses and pulleys shown in fig. with massless string and fricitionless pulleys. (a) Give the necessary relation between masses m_(1) and m_(2) such that system is in equilibrium and does not move. (b) If m_(1)=6kg and m_(2)=8kg , calculate the magnitude and direction of the acceleration of m_(1) .

Consider the system of masses and pulleys shown in fig. with massless string and fricitionless pulleys. (a) Give the necessary relation between masses m_(1) and m_(2) such that system is in equilibrium and does not move. (b) If m_(1)=6kg and m_(2)=8kg , calculate the magnitude and direction of the acceleration of m_(1) .

Initially the system shown in figure is in equilibrium. At the moment, the string is cut the downward of a_(1) and a_(2) are. .

Simple Atwood Machine as System of Particles The system shown in the figure is known as simple Atwood machine. Initially the masses are held at rest and then let free. Assuming mass m_(2) more than the mass m_(1) , find acceleration of mass center and tension in the string supporting the pulley.