Calculating the Spring Constant of a Bungee Cord Used for Car Bungee Jumping

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Homework Help Overview

The discussion revolves around calculating the spring constant of a bungee cord used in a bungee jumping scenario involving a car. The problem involves understanding forces, potential energy, and the properties of springs in the context of a bungee jump from a significant height.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the relationship between gravitational potential energy and the energy stored in the bungee cord. There are inquiries about the calculations needed to determine the spring constant, including the use of the formula for spring potential energy.

Discussion Status

Some participants are actively engaging with the problem, attempting to clarify concepts and calculations. There is a recognition of the rules regarding assistance, with some expressing frustration but ultimately acknowledging the value of working through the problem independently.

Contextual Notes

Participants note the constraints of the forum's rules, which limit the extent of help that can be provided. There is a focus on understanding rather than simply obtaining answers, which shapes the nature of the discussion.

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hard complex reasoning help!

Homework Statement


American advertising agency McKAnn decided to bungee jump a car off a bridge to show how well made the car was. They used a 30 m m rubber bungee cord used by the army to bungee tanks during air drops. it had nine individual cords each around 12cm in diameter. when released from the top of the bridge , 267m above the water , the 1857kg ute stretched the cord 6* its original length. Calculate the spring constant of the cord. (k)


Homework Equations


F=-kx

forces and spring equations.

The Attempt at a Solution


I have found the area of the bungee to be .135717m^2, also i can calculate the GPE but that is as far as i have gotten- please help. the answer is 254 N M
 
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pat666 said:

Homework Statement


American advertising agency McKAnn decided to bungee jump a car off a bridge to show how well made the car was. They used a 30 m m rubber bungee cord used by the army to bungee tanks during air drops. it had nine individual cords each around 12cm in diameter. when released from the top of the bridge , 267m above the water , the 1857kg ute stretched the cord 6* its original length. Calculate the spring constant of the cord. (k)

Homework Equations


F=-kx

forces and spring equations.

The Attempt at a Solution


I have found the area of the bungee to be .135717m^2, also i can calculate the GPE but that is as far as i have gotten- please help. the answer is 254 N M

How long is the cord? 30 m?

You might want to consider the change in potential energy from the falling car mg*h as being offset by the potential energy to stop the car at 6 times the length of the cord. How do you calculate the stored potential energy in a spring? The work required to stretch the spring? And work is what? Force over a distance? And for a spring that would be 1/2 k x2? And change in potential energy is also work? Hmmm... sound like a possibility?
 
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Yah i will have ago at that now, would one of you mind doing the question step by step for me i have a tone of questions like this and am not really sure how to go about it.
 


Unfortunately, he cannot do any part of the question for you as per PF rules. Just tell us what you don't understand and we'll try to help you.
 


Dont worry I figured it out from what he told me. thanks
What a stupid rule not being able to show how the question is done.
 


pat666 said:
Dont worry I figured it out from what he told me. thanks

You see, you were given a hint and you did the question by yourself.

What a stupid rule not being able to show how the question is done.

That's what this rule is for - to force lazy people to do their work with as little help as they need. As proven above, it works.
 


yeah i suppose you do understand it more if you do it yourself. Thanks again
 


pat666 said:
yeah i suppose you do understand it more if you do it yourself. Thanks again

That would be the idea then.

Good luck.
 

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