What is the torque exerted by a stationary car on its rear wheels?

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To calculate the torque exerted by a stationary car on its rear wheels, the car's center of mass and the angle of tilt must be considered. The relevant formula for torque is T = F x r x sin(theta), where F is the force due to gravity acting on the car. The distance from the center of mass to the pivot point at the rear wheels must be determined by accounting for the car's angle of tilt. The discussion highlights the importance of correctly identifying the pivot point and using the appropriate angle in calculations. Proper setup and understanding of the problem are crucial for arriving at the correct torque value.
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Homework Statement


A mechanic jacks up a car to an angle of 10.0° to change the front tires. The car is 2.95 m long and has a mass of 1150 kg. Its center of mass is located 1.12 m from the front end. The rear wheels are 0.40 m from the back end. Calculate the torque exerted by the car around the back wheels.


Homework Equations


T = F x r x sintheta
sum of the torques = 0
F = ma


The Attempt at a Solution


Clueless when I have to figure out where the gravity is acting, and so forth. Basically, I don't know where to start.
 
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Welcome to PF.

Start by drawing a diagram.

You are going to use the back wheel at the pivot point. And the sum of the Torques are going to be 0.

But the question only looks like it wants the torque from the car, not the jack. So ... how far is the center of mass from the pivot along the horizontal after taking into account the angle the car is tilted at?

That's about all you need to answer it.
 
So you subtract the lengths to get from the jack to the rear wheels?
 
Okay. I think I got it...part of my problem was that I didn't have my calculator set in degrees. The other part of my problem was that I had originally gotten the torque from the jack, not from the car.

Thank you for your help!
 

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