In the arrangement as shown. mg * 3m, density of liquid is p and density of block B is 2p. The system is released from rest so that block B moves up when in liquid and moves down when out of liquid with the same acceleration. Find the mass of block A. Fig. 3.215 b.2m mira a. -

In the arrangement as shown, m_(B)=3m , density of liquid is rho and density of block B is 2rho . The system is released from rest so that block B moves up when in liquid and moves down when out of liquid with the same acceleration. Find the mass of block A .

In the arrangement as shown, m_(B)=3m , density of liquid is rho and density of block B is 2rho . The system is released from rest so that block B moves up when in liquid and moves down when out of liquid with the same acceleration. Find the mass of block A .

In the arrangement shown in the figure (m_(A))/(m_(B))=(2)/(3) and the ratio of density of block B and the liquid is 2:1 The system is released from rest. Then

In the arrangement shown in the figure (m_(A))/(m_(B))=(2)/(3) and the ratio of density of block B and the liquid is 2:1 The system is released from rest. Then

If the blocks A and B are moving towards each other with accelerations a and b shown in fig. find the net acceleration of block C.

If the blocks A and B are moving towards each other with accelerations a and b shown in fig. find the net acceleration of block C.

The acceleration of 3 kg block in the arrangement shown in the diagram ,when the given system is released from rest is

The acceleration of 3 kg block in the arrangement shown in the diagram ,when the given system is released from rest is

Given the setup shown in Fig Block A, B and C have masses m_(A)= M and m_(B) =m_(C) = m . The strings are assumed maseless and unstreichable, and the pulleys frictionless .There is no friction between block B and the support table, but there is friction between blocks B and C , denoted by a given coefficient mu a . In terms the given find (i) the acceleration of block A and B b. Suppose the system is released from rest with block C near the right end of block B as shown in the above figure. If the the length L of block B is given, what is the speed of block C as it reached the left end of block B ? Tear the size of C as small c. If the mass of block A is less then some critical value, the blocks will not accelerate when released from rest. Write down as expression for that critical mass.

Given the setup shown in Fig Block A, B and C have masses m_(A)= M and m_(B) =m_(C) = m . The strings are assumed maseless and unstreichable, and the pulleys frictionless .There is no friction between block B and the support table, but there is friction between blocks B and C , denoted by a given coefficient mu a . In terms the given find (i) the acceleration of block A and B b. Suppose the system is released from rest with block C near the right end of block B as shown in the above figure. If the the length L of block B is given, what is the speed of block C as it reached the left end of block B ? Tear the size of C as small c. If the mass of block A is less then some critical value, the blocks will not accelerate when released from rest. Write down as expression for that critical mass.