Help Solving a Stalled Car Problem

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SUMMARY

The discussion focuses on solving a physics problem involving a stalled car that requires pulling it over a speed bump using a cable. The force applied is 73.0 lbs (325 N) at an angle of 11.0°. Participants emphasize the importance of understanding tension in the cable and applying Newton's second law of motion, specifically the concept that when acceleration is zero, the forces must balance. The solution involves calculating the effective force pulling the car using trigonometric principles.

PREREQUISITES
  • Understanding of Newton's second law of motion (F=ma)
  • Basic knowledge of trigonometry, specifically sine and cosine functions
  • Familiarity with force and tension concepts in physics
  • Ability to analyze static equilibrium situations
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  • Learn how to calculate tension in cables using trigonometric functions
  • Study static equilibrium and the conditions for forces to balance
  • Explore detailed examples of applying Newton's laws in real-world scenarios
  • Investigate the role of angles in force resolution and vector components
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This discussion is beneficial for physics students, educators, and anyone interested in understanding the application of forces in static scenarios, particularly in mechanics and problem-solving contexts.

jorge0531
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I would really appreciate some help with this problem.

1. A student's car stalls right in front of a speed bump while she is on her way to physics class. To pull it over the bump, she ties a cable to her bumper and to a nearby tree, and pulls with a force, F, of 73.0 lbs (325 N) at the midpoint in a perpendicular direction.
If θ is 11.0°, what is the size of the force pulling the car in lbs?

2. I know it must have something to do with finding the tension in the cable I just have no idea how so any help or hint would again be greatly appreciated.3. Maybe it has to do with Newton's second law of motion "F=ma" but the problem doesn't give me mass. I honestly have no idea what to do here.
 

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welcome to pf!

hi jorge0531! welcome to pf! :wink:
jorge0531 said:
… Maybe it has to do with Newton's second law of motion "F=ma" but the problem doesn't give me mass.

in questions like this, you can assume that the acceleration is zero

so the three forces on that "corner" of the rope must add to zero :smile:
 

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