If system is in equilibrium then find relation between `m_(1)` and `m_(2)`

In the figure-2.219 shown, if the system is in equilibrium. Find the relation in m_(1) and m_(2) forthe case (i) if the bar is just going to slide and (ii) if box is just going to slide.

What is the relation between l and m_(l) ?

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) .

A two block system is shown in figure . We shall draw complete free body diagram and find normal reaction between m_(1) and m_(2) and between m_(2) and ground .

A two block system is shown in figure . We shall draw complete free body diagram and find normal reaction between m_(1) and m_(2) and between m_(2) and ground .

The system is in equilibrium and at rest. Now mass m_(1) is removed from m_(2) . Find the time period and amplituded of resultant motion. Spring constant is K .

The system is in equilibrium and at rest. Now mass m_(1) is removed from m_(2) . Find the time period and amplituded of resultant motion. Spring constant is K .

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