Resolve all the Tension into horizontal and vertical forces

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Homework Help Overview

The problem involves analyzing a system of tensions in a cord setup with attached masses, focusing on resolving these tensions into horizontal and vertical components. The context is rooted in static equilibrium and force analysis.

Discussion Character

  • Exploratory, Assumption checking, Problem interpretation

Approaches and Questions Raised

  • The original poster considers isolating sections of the system, particularly around point B, to analyze the tensions and forces. Some participants suggest writing equations for vertical and horizontal forces at key points, starting with point B and extending to points C and D.

Discussion Status

The discussion is ongoing, with participants exploring different approaches to analyze the forces involved. Some guidance has been offered regarding writing equations and considering equilibrium conditions, but no consensus has been reached on the values of the unknowns.

Contextual Notes

There is a noted lack of information regarding the specific values needed to fully resolve the problem, which may be impacting the original poster's ability to proceed.

masterofthewave124
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One end of a chord is attached to the ceiling at D and another to the wall at A. Masses of W kg and 20 kg are attached to the cord so that it assumes the shape shown on the right. Find W and the tension in each of AB, BC, and CD.

http://img126.imageshack.us/img126/9884/forces4zx.jpg

stuck on this question...probably due to the lack of information. these are my thoughts so far: do i want to isolate small areas and solve for the values related to them? for example, taking the point B, tensions BC, AB and the 20 kg are attached to this, do i want to start here? using the values solved, can i proceed to points C and D?
 
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A good strategy would be to start writing down equations and gradually solving for the unknowns. You'll need information from analysis of several key points. We can start from point B, where you can write an equation in the y-direction. The segment BC sin30 needs to be able to support 20kg. Try a similar analysis at point C. Lastly, try analyzing the entire system. The segment from D sin60 must support W+20kg.

Add up these equations (i.e. solve them simultaneously).
 
The main thing is to resolve all the Tension into horizontal and vertical forces. And note that the system is in equilibrium.(No net force in vertical and horizontal direction)
 
By the way what is the ans for W ? i try to do it for the fun of it. :P
 

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