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Bungee jump

 
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Feb28-08, 10:33 PM   #1
 

Bungee jump


1. The problem statement, all variables and given/known data

Chris jumps off a bridge with a bungee cord tied around his ankle. He falls for 15m before the bungee cord begins to stretch. Chris's mass is 75kg and we assume the cord obeys Hooke's law F = -kx, with k=50N/m. If we neglect air resistance estimate how far below the bridge Chris's foor will be before coming to a stop. Ignore the mass of the cord and treat Chris as a particle.


2. Relevant equations
well i know h = 60m. but i don't know how im suppose to get there.


3. The attempt at a solution

no idea what so ever
 
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Feb29-08, 02:22 PM   #2
 
pleae someone help
 
Feb29-08, 02:50 PM   #3
 
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Use conservation of energy.
 
Mar3-08, 10:31 PM   #4
 

Bungee jump


how exactly do i encorporate hookes law in the conservation of energy equation?
 
Mar4-08, 04:48 AM   #5
 
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What's the expression for the elastic potential energy stored in a stretched spring?
 
Mar4-08, 05:43 AM   #6
 
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Hi gilly!

how exactly do i encorporate hookes law in the conservation of energy equation?
Whoa! Don't do it all at once. Don't start incorporating one thing into another.

You have two objects - Chris and the cord.

What is the energy of each?

Write them down separately. Then go from there.
 
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