In the shown arrangement if `f_(1),f_(2)` and `T` be the frictional forces on `2 kg` block, `3 kg` block & tension in the string respectively, then their values are:

In the shown arrangements if f_(1), f_(2) and T be the frictional forces on 2 kg block, 3 kg block & tension in the string respectively, then their values are

In the shown arrangements if f_(1), f_(2) and T be the frictional forces on 2 kg block, 3 kg block & tension in the string respectively, then their values are

In Fig if f_(1) , f_(2) and T are the friction forces on 2 kg block 3 kg block and tension in the string respectively the find their value initially before applying the forces tension in string was zero

In Fig if f_(1) , f_(2) and T are the friction forces on 2 kg block 3 kg block and tension in the string respectively the find their value initially before applying the forces tension in string was zero

When F = 2N, the frictional force between 10 kg block 5 kg block is

When F = 2n, the frictional force between 10 kg block 5 kg block is

When F = 2n, the frictional force between 10 kg block 5 kg block is

Find the friction on the 2 kg block in the arrangement shown in figure

Find the friction on the 2 kg block in the arrangement shown in figure

Two blocks of masses 2 kg and 4kg are connected through a massless inextensible string. The co-efficient of fricition between 2kg block and ground is 0.4 and the coefficient of friction between 4kg block and ground is 0.6. The forces F_(1)=10N and F_(2)=20N are applied on the blocks as shown in the figure. Calculate the frictional force between 4 kg block and ground (Assume initially the tension in the string was just before forces F_(1) and F_(2) wer applied).