Net Force Dispute with Teacher

AI Thread Summary
The discussion revolves around calculating the applied forces and coefficients of friction for a 1000 kg automobile skidding to a stop on dry and wet pavements. Key equations include Vfinal2=V02-2ad, μ=Ffriction/Fnormal, and F=ma. There is confusion regarding the direction of friction and applied forces, with clarification that friction from the road acts as the applied force opposing the car's motion. Participants emphasize that only the frictional force and normal force are relevant for these calculations, and suggest starting with deceleration rates for both conditions. Understanding these concepts is crucial for accurately determining the coefficients of friction.
Ninjamonkey474
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1. A 1000 kg automobile initially moving 72 km/h jams the brakes and skids to a stop in a distance of 24 m on a dry pavement but stops in 81.6 m for a wet pavement. (Neglect reaction delay.)
A. Calculate the applied forces for both weather conditions.
B. What is the coefficient of friction for dry weather?
C. What is the coefficient in wet weather conditions

2. Vfinal2=V02-2ad,
μ=Ffriction/Fnormal,
F=ma

3. I said this was impossible since both friction and applied are pointing in the same direction, you can only calculate the net force and not the applied, without which you cannot find either of the coefficients. She said it was possible but I didn't understand what she meant, can somebody explain to me why I'm wrong or why I'm right?
 
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Hi Ninjamonkey474! Welcome to PF! :smile:
Ninjamonkey474 said:
A 1000 kg automobile initially moving 72 km/h jams the brakes and skids to a stop in a distance of 24 m on a dry pavement but stops in 81.6 m for a wet pavement.

… both friction and applied are pointing in the same direction …

The friction (from the road) is the applied force. :wink:

(there are no external forces on the car except the weight and the friction from the road)
 
So do I also use the combined brake-road force to calculate the coefficients of friction?
 
Ninjamonkey474 said:
So do I also use the combined brake-road force to calculate the coefficients of friction?
What combined force? The only force you need to worry about is friction from the road.

Or are you thinking that she meant the force that the driver "applied" to the brake? That's not what she meant. And if she did, you would not be able to calculate that. (Note that any force the driver applies to the brake pedal is internal to the system and has no direct affect on the slowing of the car.)
 
When your teacher is talking about the applied forces, what she is talking about is Fnormal and Ffriction. Why don't you start out by first calculating the acceleration rates (or in this example, the deceleration rates) under the two different kinds of road conditions? The next step after that will be to calculate the normal force. The only other force acting on the car besides that is the frictional force exerted by the road on the car, in the direction opposite to the car's motion.

Chet
 
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