Calculating work done by a force?

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Homework Help Overview

The problem involves calculating the work done by an applied force on an object moving between two elevations and velocities. It is situated within the context of classical mechanics, specifically focusing on the concepts of kinetic and potential energy.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to express the work done by the applied force in terms of mass using the work-energy principle but encounters difficulty due to the lack of mass information. Some participants affirm the necessity of mass for a numerical solution, while others suggest that the question may be seeking a formulaic expression instead.

Discussion Status

The discussion is ongoing, with participants exploring the implications of the missing mass. There is recognition that the problem may be interpreted as asking for a general formula rather than a specific numerical answer, although no consensus has been reached on this interpretation.

Contextual Notes

The problem does not provide the mass of the object, which is a critical piece of information for determining the work done. Additionally, the specific request for the answer in kilojoules adds a layer of complexity to the interpretation of the question.

chrismeng
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Homework Statement


An object initially at an elevation of 5 m relative to the Earth's surface with a velocity of 50 m/s is acted on by an applied force R and moves along a path. Its final elevation is 20 m and its velocity is 100 m/s. The acceleration of gravity is 9.81 m/s^2. Determine the work done on the object by the applied force, in kJ.

Homework Equations


Work of all non-gravity forces = Change in KE + Change in PE

The Attempt at a Solution


I can get the work done by R in terms of the mass using the equation
Work of all non-gravity forces = Change in KE + Change in PE
but the problem doesn't tell us the mass and I don't know what other equation to use to set up a system of equations to eliminate the mass.
 
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Welcome to PF!

You are right. Without the mass, you cannot find a numerical value for the work done by the applied force.
 
TSny said:
Welcome to PF!

You are right. Without the mass, you cannot find a numerical value for the work done by the applied force.
I thought so! thanks for the help
 
I get the impression that the conclusion is that the question is invalid. Not necessarily so however. Since the result is dependent on the unknown mass, it likely should be presumed that the question is simply asking for a formula as an answer, with the mass as a parameter in it. One would also have to specify the units of the mass in such an answer since the question is so specific in asking that the work deduced is explicitly in kj.
 

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