What is the tension in each cable holding up a 100kg Halloween decoration?

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Homework Help Overview

The problem involves a 100kg Halloween decoration suspended by three cables, each making a 30-degree angle with the building. The discussion centers around calculating the tension in each cable while considering the forces acting on the decoration.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • Participants discuss the vertical components of tension and the equilibrium of forces in the vertical direction. Questions arise regarding the calculations and the relevance of the cable length in the context of symmetry.

Discussion Status

There is ongoing dialogue about the correctness of the calculations presented, with participants questioning specific steps and the implications of the problem's setup. Some guidance has been offered regarding the symmetry of the problem.

Contextual Notes

Participants note potential confusion regarding the calculations and the significance of the cable length, suggesting that it may relate to the symmetry of the setup rather than affecting the tension directly.

hamzaarfeen
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Homework Statement


A huge Halloween decoration of mass 100kg is suspended by 3 cables. Each cable is exactly 25m long and is attached to each of the three building equidistant from each other. Each cable makes an angle of 30 degrees with the side of the building to which it is attached. What is the magnitude of the tension in each cable?

Homework Equations


fnet=ma

The Attempt at a Solution


vertical component for all cables= Tcos30
fnet in y direction = 0
fnet=0
3(Tcos30)=Fg
3Tcos30=100(9.81)
T= 283.2N
 
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Looks reasonable apart from the numerical value you got in the end, what is your question? Did you multiply the RHS with cos30 instead of dividing when solving for T?
 
Orodruin said:
Looks reasonable apart from the numerical value you got in the end, what is your question? Did you multiply the RHS with cos30 instead of dividing when solving for T?

oh you sorry i made a mistake in calculations...but i still don't know if my answer is right. and what is the purpose for giving the length of the cable?
 
They probably just wanted to make really really sure that you treated the problem as symmetric under 120 degree rotations.

So what do you get now?
 

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