Find Force of Tension on 2 Supporting Ropes | mg=98N

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SUMMARY

The discussion focuses on calculating the force of tension in two ropes supporting a box with a weight of 98N (mg=98N) when the angles of the ropes are unequal. The solution involves using vector analysis, specifically drawing a vector triangle or resolving the tension forces into components perpendicular to the ropes. This method allows for the determination of the individual tensions, T1 and T2, effectively addressing the problem presented.

PREREQUISITES
  • Understanding of basic physics concepts, particularly forces and tension.
  • Familiarity with vector analysis and vector triangles.
  • Knowledge of resolving forces into components.
  • Basic trigonometry to calculate angles and relationships between forces.
NEXT STEPS
  • Study vector resolution techniques in physics.
  • Learn about static equilibrium and its applications in tension problems.
  • Explore examples of tension in multiple rope systems.
  • Practice problems involving unequal angles in tension scenarios.
USEFUL FOR

Students preparing for physics exams, educators teaching mechanics, and anyone interested in understanding the principles of tension in multi-rope systems.

yyttr2
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ok, I am preparing for a test and I can not find this explained simply online.

how do I find the force of tension on two ropes supporting a box (mg=98N) if the angle that the ropes form are not equal to one another?
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please help? D:
 

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Hi yyttr2! :smile:
yyttr2 said:
ok, I am preparing for a test and I can not find this explained simply online.

how do I find the force of tension on two ropes supporting a box (mg=98N) if the angle that the ropes form are not equal to one another?

Call one T1 and the other T2, and then either draw a vector triangle, or take components in some suitable direction (perpendicular to either string is fastest). :wink:

Why is that worrying you? :smile:
 

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