Coefficient of static friction question

AI Thread Summary
The coefficient of static friction between hard rubber and street pavement is 0.34, which is essential for determining the maximum angle a car can be parked on a hill without slipping. To solve the problem, one must analyze the forces acting on the car, including the gravitational force and the normal force, which are perpendicular to each other. It is crucial to understand that the car will begin to slip when the downhill force equals the static friction force. A Free Body Diagram can help visualize the forces and their components. Understanding these concepts will provide the necessary foundation to calculate the maximum parking angle.
Angelofhappiness
Messages
3
Reaction score
0
Can anyone help?

The coefficient of static friction between hard rubber and normal street pavement is about 0.34. On how steep a hill (maximum angle) can you leave a car parked?
 
Physics news on Phys.org
Show some work.
 
Thats the thing, I have no idea where to begin. I know that us = 0.34 and acceleration = 0 which means Fnet = 0 but that's all.
 
Angelofhappiness said:
Thats the thing, I have no idea where to begin. I know that us = 0.34 and acceleration = 0 which means Fnet = 0 but that's all.

Yes, and it is all you need to know. Which forces are acting on the car on the incline?
 
Angelofhappiness said:
Thats the thing, I have no idea where to begin. I know that us = 0.34 and acceleration = 0 which means Fnet = 0 but that's all.

If that is the case, you need to reread your book's chapter on this material and post your thoughts.
 
okay, recall that friction is the normal force times the static coefficient. You know that the car will slip when the force of the car down the hill equals the static friction. gravity causes both the normal force and the force down the incline, and these forces are perpendicular to each other, so just take some components of gravity.
 
Draw a Free Body Diagram of the car. Then redraw the forces acting on it in components.
 
Back
Top