Rotational Equilibrium (Finding tension)

AI Thread Summary
The discussion focuses on solving a physics problem involving rotational equilibrium and tension in a system with a restaurant sign hanging from a metal bar. The bar has a mass of 5 kg and a length of 1.2 m, while the sign weighs 23 kg and is supported by two chains. The wire supporting the bar makes a 28-degree angle with it. The user attempts to find the tension in the wire by equating the weights of the bar and the sign to the vertical component of the tension, and also calculates the normal force exerted by the bar on the building. The approach involves using free body diagrams and trigonometric relationships to derive the necessary equations for tension and normal force.
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Homework Statement


a restaurant sing hangs from a metal bar attached to a wall and supported by a wire. the bar has a mass of 5 kg, and a length of 1.2 m. the sign has a mass of 23 kg and hangs from 2 chains located at .3 m from each end of the bar. the wire makes a 28 degree angle with the bar


Homework Equations


find the tension of the wire
find the normal force the bar exerts against the building


The Attempt at a Solution


i drew the free body diagram and found that the Fweight of the bar and the Fweight of both chains should equal Ftension*cos28. is this right?
 
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Fweight of bar= 5g Fweight of chains= 23g*2 Ftension cos28 = Ftension*cos28 Ftension= (5g + 46g)/cos28 for normal force, i know that it should equal the Ftension*sin28. so Fnormal = Ftension*sin28 = (5g + 46g)*sin28/cos28
 
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