Three String Tension Problem - 3 Dimensional

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The discussion revolves around a physics problem involving a 5kg mass suspended by three strings in a cylinder. The lengths and attachment points of the strings create a complex three-dimensional tension scenario that needs to be analyzed. The user has attempted to derive equations for the tensions T1, T2, and T3 but is uncertain about their correctness. There is a call for guidance on verifying the equations without clear visibility into the user's work. The conversation highlights the challenges of solving multi-dimensional tension problems in physics.
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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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