Find the average power of the crashed test car.

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Homework Help Overview

The problem involves a crash test scenario where a car of mass 1734 kg is moving at a speed of 30.9 m/s and comes to rest after colliding with a wall in 0.8 seconds. The objective is to calculate the average power expended during this process.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss using the relationship between work and power, specifically P=W/t, and explore the concept of kinetic energy in the context of the crash. There are questions about calculating initial and final kinetic energy, as well as the correct application of the work-energy principle.

Discussion Status

Some participants have offered guidance on using kinetic energy to find work done, while others are clarifying the definitions of initial and final velocities. Multiple interpretations of the problem are being explored, particularly regarding the values to use in calculations.

Contextual Notes

Participants note potential confusion regarding the definitions of initial and final velocities, as well as the application of various equations related to power and energy. There is also a mention of the original poster's language barrier, which may impact communication.

pstrokeslibs
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Homework Statement



In a crash test, a test car of mass 1734 kg is moving at a speed of 30.9 m/s (= 69.5 miles per hour) when it crashes into a wall. If the car comes to rest in 0.8 s, how much average power (in W) is expended in this process?

Homework Equations



P=W/t to find "P"
W=Fd to find "W"
F=ma to find "F"
v=d/t to find "d"
a=v/t to find "a"

The Attempt at a Solution



i think the problem gives us, time(t)=0.8s, mass of car(m)=1734kg, velocity(v)=30.9m/s. i already did it by all of those equation, but the answer still wrong, or it's because of my equation that wrong.. sorry for my poor english, I am an Asian exchange student here in the US, please help me :(

thank you! :)
 
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Well the energy it has is kinetic energy, which is being used in the 0.8 seconds.

So use P = W/t and get the power.
 
So we can use equation W=(delta)KE right? but what is the initial KE and final KE... I am sorry

should the initial velocity be 30.9m/s and the final velocity 0m/s?? I am going to use W=1/2m(finalvelocity^2-initialvelocity^2)

Thanks for help :D
 
Last edited:
pstrokeslibs said:
So we can use equation W=(delta)KE right? but what is the initial KE and final KE... I am sorry

should the initial velocity be 30.9m/s and the final velocity 0m/s?? I am going to use W=1/2m(finalvelocity^2-initialvelocity^2)

Thanks for help :D

Yes that would be it.
 
i got it now! thanks very much! but... the 30.9 is final velocity...
 

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