Why is the direction of M_0 (r x F) out of the paper?

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Homework Help Overview

The discussion revolves around understanding the direction of torque, represented as M_0 (M_0 = r x F), particularly why it points out of the paper in a given scenario. The subject area is vector analysis in physics, specifically focusing on torque and its directional properties.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants explore the definition of torque and its dependence on the position vector and force vector. There are questions about the influence of the reference point on the direction of torque and whether the direction of the moment can vary as long as it remains perpendicular to the plane formed by r and F.

Discussion Status

The discussion is ongoing, with participants examining the relationship between the position vector, force vector, and the resulting torque direction. Some guidance has been offered regarding the dependence of torque direction on the choice of reference point, but no consensus has been reached on the implications of this relationship.

Contextual Notes

Participants are considering the implications of different reference points and the observer's perspective on the direction of the torque vector. There is an acknowledgment that the direction of the moment may vary based on these factors.

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Homework Statement


I can't understand why the M_0 ( M_0 = r x F)is pointing in the direction out of the paper ?

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Based on the definition if torque:
$$M=r\times F$$
you can tell tell direction of torque by that of your position and the force.
The reference point the figure decided is important, which will influence the direction of the position hence torque also.
 
tommyxu3 said:
Based on the definition if torque:
$$M=r\times F$$
you can tell tell direction of torque by that of your position and the force.
The reference point the figure decided is important, which will influence the direction of the position hence torque also.
do you mean the direction of moment can be anywhere as long as it is perpendicular to the plane formed by r and F ?
 
goldfish9776 said:
the direction of moment can be anywhere as long as it is perpendicular to the plane formed by r and F ?
I think that is correct, for the choice of the origin's position depends on you and the direction of the vector of the position ##\vec{r}## depends on the observer.
 

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