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If the magnitude of friction acting on a particle is greater than the force pulling it down a slope, will it move in the direction the friction is acting?
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Friction always opposes motion by definition so will never be greater than the force acting on it...
F ≤ mu x R where mu is the coefficient of friction between the slope and the object and R is the reaction force based on the weight of the object.
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To be ultra-specific, that equation tells what the maximum friction can be.
If the force on an object is less than that, then the friction will match it and the object won't move.
Why did the vector cross the road?
It wanted to be normal.
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Aah right, so the object will be in equilibrium until the force pulling the particle exceeds the maximum friction?
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Exactly. And after that, the friction will oppose the force as much as it can.
Why did the vector cross the road?
It wanted to be normal.
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