Find the moment about the and axis

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    Axis Moment
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Homework Help Overview

The discussion revolves around calculating the moment about the axis AC in a mechanics problem involving forces and vectors. The original poster provides a specific force vector and attempts to compute the moment using a cross product and a unit vector.

Discussion Character

  • Mathematical reasoning, Problem interpretation, Assumption checking

Approaches and Questions Raised

  • Participants discuss the computation of the cross product Rab x F, with one participant questioning the original poster's result and providing an alternative calculation. There is also a focus on the scalar product following the cross product.

Discussion Status

The conversation is ongoing, with participants actively comparing results and clarifying calculations. Multiple interpretations of the cross product are being explored, and some guidance on the next steps has been suggested.

Contextual Notes

There are indications of confusion regarding the provided image links, which may affect the clarity of the problem setup. Participants are also addressing discrepancies in their calculations, suggesting a need for careful verification of the vectors involved.

Colts
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1. Homework Statement
http://session.masteringengineering...bs._454_55.jpg
Find the moment about the axis AC. F=<7,12,-6>


2. Homework Equations
MomentAC = Uac dotted with (Rab X F)
Uac is the unit vector from a to c


3. The Attempt at a Solution
Uac=<.8,.6,0>
Rab=<4,3,-2>
F=<7,12,-6>
Rab X F =<6,-10,0>
MomentAC=4.8-6
=-1.2
MomentAC*Uac=<-.96,-.72,0>
 
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The link to the picture is garbage.
 
How did you compute Rab x F? I get a different result.
 
(-6(3)-(-2)12)-(-6(4)-7(-2))+(7(12)-7(3))
(-18+24)-(-24+14)+(48-21)
6,10,27
 
This is different fro what you had before, and this is what I get as well. You just need to do the scalar product now.
 

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