How to Find the Final Speed of an Experimental Train?

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Homework Help Overview

The discussion revolves around calculating the work done on an experimental train powered by a jet engine, focusing on the relationship between force, mass, and displacement in the context of physics principles.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • Participants explore the definition of work and its calculation, questioning the initial approach of dividing force by mass to find work. There is a suggestion to consider the relationship between force, displacement, and work done.

Discussion Status

The discussion is progressing with participants clarifying concepts related to work and its calculation. Some guidance has been provided regarding the definition of work as a function of force and displacement.

Contextual Notes

Participants are working within the constraints of a homework problem, focusing on the definitions and relationships in physics without providing complete solutions.

xlogit3k
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Homework Statement



In the 1950’s, an experimental train that had
a mass of 22500 kg was powered across a level
track by a jet engine that produced a thrust
of 4.63 × 105 N for a distance of 533 m.
Find the work done on the train.
Answer in units of J.


Homework Equations





The Attempt at a Solution



My attempted solution was to divide the force by the mass but this didnt work.
 
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xlogit3k said:
My attempted solution was to divide the force by the mass but this didnt work.
Dividing the force by the mass gives you the acceleration, not the work.

Knowing the acceleration, you could use kinematics to find the final velocity and then calculate kinetic energy. But there is a much easier way.

What is the very definition of work? (Hint: it's a function of force and displacement. :wink:)
 
collinsmark said:
Dividing the force by the mass gives you the acceleration, not the work.

Knowing the acceleration, you could use kinematics to find the final velocity and then calculate kinetic energy. But there is a much easier way.

What is the very definition of work? (Hint: it's a function of force and displacement. :wink:)

force x distance right?
 
xlogit3k said:
force x distance right?
That's right (well, technically the dot product of force and displacement). And the both force and displacement are given in the problem statement.
 

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