Finding Net Torque in Cable Car Turnaround

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Homework Help Overview

The problem involves calculating the net torque applied to a cable car on a turntable when it is turned around. The scenario includes forces applied by two individuals at each end of the car, which is 8.20 m long, as it rotates one-half of a revolution.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • Participants discuss the interpretation of the problem, particularly how to visualize the rotation and the implications of a half-revolution. There are questions about calculating the radius and the correct application of torque formulas.

Discussion Status

The discussion includes attempts to clarify the relationship between the forces applied and the radius of rotation. Some participants express confusion regarding the calculations, while others confirm assumptions about the problem setup.

Contextual Notes

There is mention of using a specific force value for calculations, and participants are navigating the implications of the turntable's rotation on torque calculations. The original poster expresses uncertainty about the correct approach to the problem.

cavery4
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I don't always pick up on little things in problems. In this particular problem, I am unsure of how to draw the picture when the car is rotated.
Here is the problem:

In San Francisco a very simple technique is used to turn around a cable car when it reaches the end of its route. The car rolls onto a turntable, which can rotate about a vertical axis through its center. Then, two people push perpendicularly on the car, one at each end, as in the drawing. The turntable is rotated one-half of a revolution to turn the car around. If the length of the car is 8.20 m and each person pushes with a 195-N force, what is the net torque applied to the car? (Use the randomzed force given in red above for your calculations, not the 185 N force labeled in the figure.)

http://www.webassign.net/CJ/09_04.gif (That is the picture)

I am confused about how to use the "one-half of a revolution turn" into the problem. I know that one revolution is 360 degrees, and a half is 180 degrees. Am I correct in making that statement based on the one-half of a revolution turn statement?

Please help.
 
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That sounds like a correct assumption to me. Anyway, I think you'll want to find the radius of the circle, and the torque will just be FxR
 
do you mean radius = 8.20 / 2 = 4.1
and then 195 * 4.1? I did that and got a wrong answer. I think I am missing something that you are trying to tell me.

Net torque.. so do I have to add those two forces * the radius?
 
okay. dur. i got it.
 

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