What must be the magnitude of static friction between the object and the
surface if it does not start moving till the magnitude of applied force is greater
than 4 N?
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The magnitude of the frictional force is proportional to the normal force, fk = μkmg cosθ. The component of the net force down the slope is F = mg sinθ - μkmg cosθ. It is the vector sum of the frictional force and the tangential component of gravity.
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Answer:
The magnitude of the frictional force is proportional to the normal force, fk = μkmg cosθ. The component of the net force down the slope is F = mg sinθ - μkmg cosθ. It is the vector sum of the frictional force and the tangential component of gravity.
Explanation:
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