Three strings and a weight, need tensions in strings

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The discussion centers on calculating the tensions in three strings supporting a 20kg weight. The user attempts to apply the equations of equilibrium, specifically Fnet=0, to determine the tensions in the strings. Key equations include T1 cos(theta) for horizontal tension and T1 sin(theta) for vertical tension. The solution requires a free body diagram to visualize forces and separate equations for horizontal and vertical components.

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Homework Statement


You have three strings holding a 20kg weight, all tied to a ceiling above the weight, one centered right above the weight, the other two tied to the string at equal angles. What is the tension in each of the cables

Homework Equations


Fnet=0


The Attempt at a Solution


Tension 1 (x)= T1 cos theta
Tension 1 (y)= -T1sin theta -n
Tension 2 (x)= 0
Tension 2 (y)=mg+T2-n
Tension 3 (x)= -T3cos theta
Tension 3 (y)= -T3sin theta -n
I really don't know if this is right, and what in the world the angle would be, i need help. Thanks
 
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thedarkone80 said:

The Attempt at a Solution


Tension 1 (x)= T1 cos theta
Tension 1 (y)= -T1sin theta -n
Tension 2 (x)= 0
Tension 2 (y)=mg+T2-n
Tension 3 (x)= -T3cos theta
Tension 3 (y)= -T3sin theta -n
I really don't know if this is right, and what in the world the angle would be, i need help. Thanks

For a problem like this, you need to:

1. Draw a free body diagram , showing each force that acts on the weight.
2. Set up separate Fnet=0 equations for the horizontal and vertical directions.

Have you drawn the free body diagram ? If it's not easy to post the drawing, can you at least list all the forces acting on the weight?
 

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