A solid cylinder with 
m and mass 
kg is placed such that it is in contact with the vertical and a horizontal surface as shown in Figure. The coefficient of static friction is 
1/3) for both the surfaces. Find the distance 
(in CM) from the centre of the cylinder at which a force 
should be applied vertically so that the cylinder just starts rotating in anticlockwise direction
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m and mass kg is placed such that it is in contact with the vertical and a horizontal surface as shown in Figure. The coefficient of static friction is 1/3) for both the surfaces. Find the distance (in CM) from the centre of the cylinder at which a force should be applied vertically so that the cylinder just starts rotating in anticlockwise directionQuestion ID - 101422 | SaraNextGen Top Answer A solid cylinder with m and mass kg is placed such that it is in contact with the vertical and a horizontal surface as shown in Figure. The coefficient of static friction is 1/3) for both the surfaces. Find the distance (in CM) from the centre of the cylinder at which a force should be applied vertically so that the cylinder just starts rotating in anticlockwise direction
A solid cylinder with m and mass kg is placed such that it is in contact with the vertical and a horizontal surface as shown in Figure. The coefficient of static friction is 1/3) for both the surfaces. Find the distance (in CM) from the centre of the cylinder at which a force should be applied vertically so that the cylinder just starts rotating in anticlockwise direction
(6)
For equilibrium of the cylinder in the horizontal direction
(i)
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In the vertical direction,
(ii)
Solving these two equation with 
N, 
kg and
=1/3, we get
and 
Now, 
m