How Do You Calculate the Tangential Force on a Pole?

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SUMMARY

The discussion focuses on calculating the tangential force on a pole attached to a pivot point, making an angle x with the wall, with a rope exerting tension T. The correct method involves analyzing the moments about the pivot point rather than directly using the cosine of the angle. The tangential force is derived from the component of the tension that acts perpendicular to the displacement from the pivot to the point of force application. The balance of forces at the center of mass is also a critical consideration in this calculation.

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Homework Statement


A pole is attached to a pivot point on the wall, making an angle x with the wall.

A piece of rope holds the other end of the rope to the wall.

The pole has length L, and the tension in the rope is T. Find the tangential force.


Homework Equations



The tangential force method involves finding the component of the applied force that is perpendicular to the displacement from the pivot point to where the force is applied. This perpendicular component of the force is called the tangential force.

The Attempt at a Solution



I thought it would be tangential force = T/cos x, because the angle the tangential makes with T will be x. So therefore, cos x = T/tangential force. But apparently that's wrong. Help?
 
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I'd suggest examining the moments about the pivot point.

Won't the projection of the Tangential force at length L have to balance the center of mass force at L/2?
 

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