Define the term 'coefficient of limiting friction between two surfaces. A body
of mass 10 kg is placed on aninclined surface of angle 30°. If the coefficient of
limiting friction is to find the force required to just push thebody up the
inclined surface. The force is being applied parallel to the inclined surface.
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Coefficient of static friction is applied t bodies which have not moved yet due to a force but can move if a slight additional force is applied to them.
Given:
Mass of the body = 10 kg
Angle of inclination = 30°
Coefficient of limiting friction = µ
To find:
The force to be applied to just push the body up the inclined surface.
Solution:
The force that is making the body to slide down the incline = µmg sin 30° = 49µ N
To balance this force one would need a force of 49 N but in the opposite direction that is upwards along the inclined surface.
Therefore, we would need only a slight force greater than 49µ N to push the body up the inclined surface.
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