In the arrangement shown in figure the ratio of velocity `V_(1)&V_(2)` of block (1)&(2) is

The displacement time graphs of two bodies A and B are shown in figure. The ratio of velocity of A to velocity of B, v_(A)//v_(B) is:

The displacement time graphs of two bodies A and B are shown in figure. The ratio of velocity of A to velocity of B, v_(A)//v_(B) is:

Two blocks are arranged as shown in figure. Find the ratio of a_(1)//a_(2) . ( a_(1) is acceleration of m_(1) and a_(2) that of m_(2))

Two blocks are arranged as shown in figure. Find the ratio of a_(1)//a_(2) . ( a_(1) is acceleration of m_(1) and a_(2) that of m_(2))

In the arrangement shown in figure , find the ratio of tension in the strings attached with 4kg block and the with 1kg block

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

In the arrangement shown in the figure -1.132 if v_(1) and v_(2) are instaneous velocities of masses m_(1) and m_(2) respectively, and angle ACB=2 theta at the instant then :