What is the Angle Between Forces in Equilibrium?

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SUMMARY

The discussion focuses on calculating the angle between forces in equilibrium, specifically two scenarios involving forces of 692 N and 423 N resulting in 786 N, and three forces of 980 lbs, 760 lbs, and 1220 lbs. The Law of Cosines is utilized to determine angles, with the first scenario yielding an angle of approximately 93.92 degrees after correcting an initial miscalculation. The second scenario's angles were calculated as 91.92, 141.49, and 126.6 degrees, emphasizing the importance of correctly applying the Law of Cosines in physics problems.

PREREQUISITES
  • Understanding of the Law of Cosines
  • Basic knowledge of vector forces and equilibrium
  • Familiarity with unit conversions between pounds and Newtons
  • Ability to interpret angles in degrees and minutes
NEXT STEPS
  • Study the Law of Cosines in detail for vector calculations
  • Learn about vector addition and equilibrium in physics
  • Explore unit conversion techniques between different force measurements
  • Practice solving problems involving angles in both degrees and minutes
USEFUL FOR

This discussion is beneficial for physics students, particularly those preparing for AP Physics C, as well as educators and anyone interested in mastering vector force calculations and equilibrium concepts.

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Homework Statement


1. Two Forces of 692 N and 423 N acts at a point. The resultant force is 786 N. Find the angle between the Forces.[SOLVED]

2. Three forces acting at a point are in equilibrium. The forces are 980 lbs, 760 lbs and 1220 lbs. Find the angle between the forces (to the nearest minute)

Homework Equations


The Attempt at a Solution



1. I tried the Law of cosines and I got 91.96 [SOLVED...I had law of cosines wrong, instead of 2abCosX i had a 4]
[Answer: 93.92]2. No idea how to draw it out, or solve. How do you define minutes in relation to degrees? [Answer: 91.92, 141.49 , 126.6]
 
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sorry to tell u..the first one i cannot get the answer u had given... i just get 86.08...far away from your answer...i same with u use the formula...but i finally cannot get the answer..can u tell me...
 
Well, right now I'm in Calculus, Physics C AP next year haha. From last year though, I remember you always have to do the biggest side sooo...7862=6922+4232-2(423)(692)(cosX)
 

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