Moment of Torque; Am I solving this correctly?

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Homework Help Overview

The problem involves calculating the torque produced by two forces acting on a metal rod with a disc fixed at its center. The forces are applied at the ends of the rod, and the setup includes a rope attached to the disc to prevent rotation. The subject area pertains to torque and rotational dynamics.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to calculate the torque produced by the forces and the tension in the rope. They apply relevant equations for torque and express their reasoning about the balance of torques.

Discussion Status

Some participants provide positive feedback on the original poster's calculations, while others suggest the importance of including units in the calculations. There is no explicit consensus on the correctness of the solution, but the discussion appears to be constructive.

Contextual Notes

The original poster notes the absence of answers in their textbook and the lack of a tutor for confirmation of their calculations.

vinci
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Homework Statement


A metal rod of length 90cm has a disc of radius 24cm fixed rigidly at its centre(refer to picture attached). The assembly is pivoted at it's centre.
Two forces, each of magnitude 30N, are applied normal to the rod at each end so as to produce a turning effect on rod. A rope is attached to the edge of the disc to prevent rotation
1-Calculate the torque of couple produced by the 30N forces
2-the tension T in the rope
ametalrod.png

Homework Equations


Torque= moment arm * force applied perpendicular to pivot
torque of couple=distance between two forces * one of the force
(I assume the above equations will be relevant)

The Attempt at a Solution


For the rod the torque of couple would be
30 * 90 =2700

Now since the rotation is to be prevented by the disc in center it has to produce an equal torque in the opposite direction(anti-clockwise direction) so the torque produced by disc should also be 2700
and since
torque=moment arm*force applied
=radius*tension in string
2700= 24 * T
T=2700/24Have I solved the above numerical correctly? Since the book doesn't provide answer to these questions and I have no tutor I have no other way to confirm my calculations.
 
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That looks real good. Well done.
 
That's all fine, except that you really should state the units everywhere.
 
Thanks, everybody. That's a relief.
Secondly, I'll make sure to mention the units from here on.
 

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