Elastic attached to a Car travelling down an inclined plane....

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SUMMARY

The discussion centers on an experiment involving a car of varying weights traveling down an inclined plane, with an elastic cord attached. The experiment aims to measure the distance the car travels downward from the equilibrium point and the rebound distance above it. The hypothesis suggests that as weight and angle increase, the rebound distance will decrease due to insufficient elastic potential energy to counteract the car's velocity. The recommended approach is to change one variable at a time—either weight or angle—to accurately plot results and validate the hypothesis.

PREREQUISITES
  • Understanding of Newton's Laws of Motion
  • Familiarity with elastic potential energy concepts
  • Knowledge of inclined plane physics
  • Basic graphing techniques for data analysis
NEXT STEPS
  • Research the principles of elastic potential energy in physics
  • Learn about the effects of mass and angle on motion on inclined planes
  • Explore data visualization techniques for plotting experimental results
  • Investigate Newton's Laws of Motion and their application in real-world scenarios
USEFUL FOR

Physics students, educators conducting experiments, and anyone interested in understanding the dynamics of motion and elastic forces in practical applications.

Samil
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Moved from a technical forum, so homework template missing
Hey!
I'm conducting an experiment wherein a car of various weights travels down an inclined plane of varying angles, attached to the back of the car and the top of the ramp is an elastic cord. Once the car reaches the end the elastic pulls backward, and thus pulling the car back. We are measuring the distance downward from the equilibrium point that the car travels, and how far back above the equilibrium point it travels on rebound.
The Question
What physics theories surround this experiment, and if so please elaborate as to how these affect the results.
My Theory
As the weight and angle increase, the rebound distance will lessen due to the elastic potential energy not being strong enough to pull a car back that is moving at such velocity, thus the data will be placed on a graph in a parabolic shape, with the optimal angle and weight at the peak.
 
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Why don't you test your theory by actually doing the experiment? I suggest that you change only one variable at a time. By this I mean change the weight keeping the angle fixed, then change the angle keeping the mass fixed. Plot your results and see if your theory explains them.
 

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