Find the acceleration of the two blocks The system initally at rest and the friction coefficient are as shown in fig 7.140? Also find maximum `F` for which two blocks will move togather Given `m_(A) = 10 kg and m_(B) = 20 kg`

Find the acceleration of the two blocks. The system is initially at rest and the friction coefficient are as shown in the figure?

Find the acceleration of the two blocks. The system is initially at rest and the friction coefficient are as shown in the figure?

Find the acceleration of the two blocks The system is initaily at rest the friction coefficient are as in fig 7.138 Given m_(A) = m_(B) = 10 kg

Find the acceleration of the two blocks . The system is initialy at rest and the friction are as shown in fig .Given m_(A) = m_(B) = 10 kg

Find the acceleration of the two blocks . The system is initialy at rest and the friction are as shown in fig .Given m_(A) = m_(B) = 10 kg

In Fig. initialy the system is at rest .Find out minimum value of F for which sliding start between the two blocks Given m_(A) = 10 kg and m_(B) = 20 kg

In Fig. initialy the system is at rest .Find out minimum value of F for which sliding start between the two blocks Given m_(A) = 10 kg and m_(B) = 20 kg

In the arrangement shown in the figure, friction exists only between the two blocks, A and B. The coefficient of static friction mu_(s)=0.6 and coefficient of kinetic friction mu_(k)=0.4 , the masses of the blocks A and B are m_(1)=20 kg and m_(2)=30kg , respectively. Find the acceleration (in ms^(-2) ) of m_(1) , if a force F=150N is applied, as shown in the figure. [Assume that string and pulleys are massless]

There are two block as shown in the figure of masses 1kg and 4kg . Friction coefficient between any two surfaces are 0.2 then find maximum value of horizontal force F so that both blocks moves together.

There are two block as shown in the figure of masses 1kg and 4kg . Friction coefficient between any two surfaces are 0.2 then find maximum value of horizontal force F so that both blocks moves together.