Calculate resultants of two forces

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Homework Help Overview

The discussion revolves around calculating the resultant of two vertical forces and understanding their effects at a specific point, referred to as point A. Participants are exploring the implications of force placement and resultant calculations in a physics context.

Discussion Character

  • Exploratory, Assumption checking, Conceptual clarification

Approaches and Questions Raised

  • The original poster attempts to calculate the x and y components of the resultant force and expresses uncertainty about the relevance of lengths in the problem. Other participants question the effects of the forces and their moments about point A, suggesting a deeper exploration of the forces' interactions.

Discussion Status

Participants are actively engaging with the problem, raising questions about the moments created by the forces and the implications of their placement. There is a recognition of the need to clarify the effects of the forces at point A, indicating a productive direction in the discussion.

Contextual Notes

There is a lack of explicit information regarding the distances of the forces from point A and the specific setup of the problem, which may influence the resultant force's location.

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Homework Statement



Where does the resultant of the two forces act?

http://i.imgur.com/CBO8fi2.jpg

Homework Equations



None really. Basic algebra for calculating resultants.

The Attempt at a Solution



First off, I have tried to calculate the x and y components of the resultant, call it R. Here I think that R_{x}=0 (both forces are vertical) and R_{y}=-20 (net force in the y-direction). So the resultant is:

R=R_{x}+R_(y} = 0x-20y with magnitude of 20N. However, I am unable to understand how the lengths will help me.
 
Last edited:
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The question wants you to replace the two forces at different distances with one force that has the same effect. So - what is the effect of each force as drawn? (Hint: what is special about point A?)
 
Simon Bridge said:
The question wants you to replace the two forces at different distances with one force that has the same effect. So - what is the effect of each force as drawn? (Hint: what is special about point A?)

That is what I have tried to do actually. I have replaced them with one downward force with magnitude 20N. But I don't know where it is located.

What is special about point A? Well, not sure. There must be a force to compensate the downward force but that is done by the beam(object).
 
20N is what you'd get if the forces acted along the same line.
Do they?

Won't each of the two forces create a moment about point A?
 
Simon Bridge said:
20N is what you'd get if the forces acted along the same line.
Do they?

Won't each of the two forces create a moment about point A?

Yes, I suppose. I will have to think a little bit about this one before I answer. Not sure about the theory yet.
 

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