Help with the work done problem

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The discussion centers on the calculation of work done on a load, with two main viewpoints presented. One perspective argues that the work done should be calculated as W(x+y), considering both horizontal and vertical movements. The opposing view suggests that the work done is simply Wy, as the motor only moves the load vertically by distance y. Participants seek clarification on the definition of work and whether the directions of displacement and force impact the calculation. The conversation emphasizes the need for a clear understanding of work in physics to resolve the confusion.
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Hi,

Some confusion with the attached problem. Some of us say that the work done on the load is W(x+y) while some others are saying that the WD on the load is just Wy since the motor moves the distance x and that work is done by the motor.

Could we have some clarifications?

Din
 

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jeevankasin said:
Hi,

Some confusion with the attached problem. Some of us say that the work done on the load is W(x+y) while some others are saying that the WD on the load is just Wy since the motor moves the distance x and that work is done by the motor.

Could we have some clarifications?

Din

Welcome to the PF.

What are your arguments in favor of each choice?
 
Option (A): One of us argues, since that is the distance the object moves, the WD should be that distance.

Option (B): The WD here is to bring the load up by a dist of y and multiplied by the force acting on it, which is the weight.

Force x Dist moved in the direction of the force

Option (D) : Since the object moves a horizontal distance of x followed by the vertical distance y, thus it W(x+y).
 
What's the definition of work?

Do the relative directions of displacement and force matter?
 
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