A Uniform Rod Is Attached To A Point With A String---Moments

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Homework Help Overview

The discussion revolves around a problem involving a uniform rod attached to a point with a string, focusing on the application of the principle of moments to determine the weight of an object. The original poster attempts to calculate the weight using moments about a specific point but arrives at a different value than expected.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the vertical component of tension and its role in balancing moments. Questions arise regarding the direction of moments and the forces acting on the system, particularly the gravitational force on the mass.

Discussion Status

Participants are actively questioning the original poster's approach, particularly regarding the balancing of moments and the directions of forces. There is a focus on clarifying the assumptions made in the initial calculations, with some guidance offered on considering the directions of moments.

Contextual Notes

There appears to be confusion regarding the setup of the problem, specifically about the directions of the moments and the forces involved. The original poster's calculations lead to a weight that does not match the expected answer, indicating potential misunderstandings in the application of the principle of moments.

Priyadarshini
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Homework Statement


upload_2015-8-20_20-14-58.png


Use the principle of moments and take moments about A to show that the weight of the object O is 19 N.

Homework Equations



Moment=Force x perpendicular distance

The Attempt at a Solution


Vertical component of tension= TsinA
= 30sin50
=23N
(8.5 x 0.6) = (9.8M-23) x 1.2
5.1/1.2 = 9.8M-23
9.8M=27.25
As w=mg, the W= 27.25N
But the answer is supposed to be 19N[/B]
 
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Priyadarshini said:
Vertical component of tension= TsinA
= 30sin50
=23N
(8.5 x 0.6) = (9.8M-23) x 1.2
5.1/1.2 = 9.8M-23
9.8M=27.25
As w=mg, the W= 27.25N
But the answer is supposed to be 19N
You have made an error in balancing moments . Which moment acts in which direction ?
 
Qwertywerty said:
You have made an error in balancing moments . Which moment acts in which direction ?
One acts clockwise from point B, I am not so sure about the other. Does it act anticlockwise from point A or does it act at the centre?
 
In which direction does gravity exert a force on M ? Is it in the direction of tension or the rod ?
 
Qwertywerty said:
In which direction does gravity exert a force on M ? Is it in the direction of tension or the rod ?
It exerts a force in the direction of the rod.
 
So should it's moment add to that of the rod's , or should that of the tension's ?
 
Qwertywerty said:
So should it's moment add to that of the rod's , or should that of the tension's ?
It should act to that of the rod.
 
And what have you done in your original solution ?

Hope this helps ,
Qwertywerty .
 
Qwertywerty said:
And what have you done in your original solution ?

Hope this helps ,
Qwertywerty .
Thanks!
 

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