calculate the horizontal force that must be applied to a 1-kg car to make it accelerate on a horizontal friction -free air table with the same acceleration it would have if it were dropped and fell freely.
i think it should be 9.8N
yes it could be but i was wondering that does it matter thattjhe car is on a friction-free table or is it like it's moving on a normal solid?
if it is on a normal solid, then there will be a frictional force acting in backward direction. Hence it would be less than 9.8N
frictional force is the same as contact force right?
frictional force is due to attraction between particles or you can say molecules of the two bodies
so whats the difference between them?
i think it should be resultant of normal force and frictional force acting at the body.
so if we saidfor example: a horizantal force of 100n is required to push a box across a factory floor at a constant speed. what is the net force acting on the box? and what is the frictional force here?
frictional force is given as\[\mu r\] here r is normal force acting on a body and \[\mu\] is constant for a body
and also r is equal to mg
I would define friction more as the interaction of surfaces rather than the attraction. Gravity is an attractive force, friction is a resistive force, much the same as moving through a fluid or viscous medium provides a resistive force.
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