Medical Physics: Calculating Traction, Tension and Reaction Force

AI Thread Summary
To calculate the Traction Force, Tension in the rope, and Reaction Force of the leg muscles, one must consider the angles and weights involved. With a load of 4kg and an angle of 60 degrees, the tension can be derived using basic physics principles, specifically resolving forces into components. Diagrams are essential for visualizing the setup and understanding the interactions between forces. The discussion emphasizes the importance of neglecting friction in pulleys to simplify calculations. Clear formulas and a detailed breakdown of the problem are necessary for accurate results.
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Q: how can i determine the Traction Force, (Tension) in the rope and the Reaction Force of the leg muscles to the reaction. Neglecting all friction of the pulleys so that they do not affect the tensions in the ropes??

I need a formula for: Traction force, Tension, and Reaction Force.

Given: 60 degrees, and a load of 4kg.
 
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Pulleys? Tension? Leg muscles? I hope you're not up to anything too evil!

Seriously though, can you give us the full question? Include any diagrams; they're crucial to understanding the problem.
 

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