How Do You Calculate Speed Without Time in a Bungee Jump Scenario?

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Homework Help Overview

The discussion revolves around a bungee jumping scenario involving calculations of speed, kinetic energy, and the extension of a bungee rope. The subject area includes concepts from mechanics, specifically potential and kinetic energy, as well as elastic properties of materials.

Discussion Character

  • Exploratory, Conceptual clarification, Problem interpretation

Approaches and Questions Raised

  • Participants explore the phases of the jump, questioning the energy transformations at different points. There is an inquiry into the relationship between potential energy and kinetic energy, as well as the implications of the bungee rope's stiffness.

Discussion Status

The discussion includes various attempts to clarify the problem, with some participants suggesting a breakdown of the jump into phases. While one participant claims to have reached an answer, there is still exploration of the underlying concepts and values involved.

Contextual Notes

Participants note potential issues with the values provided for the bungee rope's elastic constant, indicating a possible error in the original problem setup. There is also mention of the need to consider different energy states throughout the jump.

johnjohnson
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If a man who weighs 1000Newtons(N) makes a bungee jump off a bridge with a 6m bungee rope, this rope has a elastic constant of 2000N/m

A) what is the fastest speed he reaches
B)what is his maximuum kinectic energy
C)how far will bungee rope extend until energy is transformed to elastic potential energy



2. Homework Equations
F=ma, F=kx E=1/2*k*x^2 these are all i know



3. G= 9.81m^2 Gravity*weight/2000 sorry IDK guys please help GCSE Science
 
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Are you familiar with potential and kinetic energy?
 
mishek said:
Are you familiar with potential and kinetic energy?

yes i m thanks for replying
 
Could you divide this jump in phases? What energy do you have at the bridge, what energy do you have before the "rope" starts stretching?
 
Check your question values. That bungee rope looks rather stiff. You might have picked up an extra zero.
 
Thanks for trying to help me guys appreciate i ve got the answer now
first 1/2*m*v^2 = mgh
then pug in the values
 
Hello, John.

Your equation above would work for a situation before rope starts stretching.

You have a 3 key situations: before jump (potential energy is max), before stretching of the rope (kinetic energy is max) and after stretching ("spring" energy).

Please look into photos I attached.
 

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