Three String Tension Problem - 3 Dimensional

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SUMMARY

The discussion centers on solving the Three String Tension Problem involving a 5kg mass suspended by three strings within a cylinder. The lengths and attachment points of the strings are specified: String 1 is 4m long and attached 2m above the mass, String 2 is 1.5m long and attached 1m above the mass at an angle of 115 degrees from String 1, and String 3 is 2m long and attached 1.25m above the mass at an angle of 220 degrees from String 1. The objective is to calculate the tensions T1, T2, and T3 in the strings using the equations of motion.

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Three String Tension Problem --- 3 Dimensional

Homework Statement



A 5kg mass is suspended by three strings. The mass and strings are placed inside a cylinder. The strings are attached to the wall of the cylinder.

String 1 is 4m long and is attached to the wall 2m above the mass.

String 2 is 1.5m and is attached to the wall 1m above the mass. String 2 is attached 115degrees around from string 1.

String 3 is 2m long and is attached to the wall 1.25 m above the mass. String 3 is rotated 220 degrees from string 1.

Find T1, T2, and T3

Homework Equations



f=ma?

The Attempt at a Solution



I figured out 3 equations... and i think they are all wrong
 
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Maybe you are right... how can someone tell if you don't show them?
 

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