What Are the Tensions and Angular Acceleration in a Hanging Rod System?

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SUMMARY

The discussion focuses on a physics problem involving a 43kg sign suspended from a 2.2m long rod with a mass of 18.3kg. The primary objectives are to calculate the tension in the supporting wires, determine the off-center position of the sign, and analyze the angular acceleration of the rod if one wire snaps. Key equations utilized include the sum of forces in the x and y directions and the sum of torques. The problem presents complexities, particularly regarding the necessity of the second part of the question.

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Homework Statement


A 43kg sign hangs by a thin wire slightly off center on a 2.2m long, thin rod. Each end of the rod is supported by a thin wire. the mass of the rod is 18.3kg

1. Determine the tension in each of the 2 wires that support the rod.

2. How far off-center is the wire supporting the sign? Is it toward the left or right end?

3. If the wire on the right were to snap, what would the angular acceleration of the rod about its left end be during the moment after it snapped?


Homework Equations


\SigmaFx = 0
\SigmaFy = 0
\Sigma\tau = 0

xcm = (\Sigmami*xi) / M


The Attempt at a Solution

 
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Something amiss in the question.. or, there shouldn't be (2) part.
 

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