Resolving Forces Homework Help | Mike's Question

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SUMMARY

The discussion focuses on resolving forces in a static equilibrium scenario, specifically addressing a homework problem related to tension and weight. Mike seeks assistance in breaking down the forces acting on an object, emphasizing the need to resolve tension (T) into its vertical and horizontal components. Key calculations include determining T as 25455.8 N and the reaction force (R) as 27050 N, ensuring that the sum of moments and forces balances correctly according to the principles of static equilibrium.

PREREQUISITES
  • Understanding of static equilibrium principles
  • Knowledge of vector resolution in physics
  • Familiarity with force diagrams and free-body diagrams
  • Basic grasp of trigonometric functions, particularly sine and cosine
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  • Study the concept of static equilibrium in detail
  • Learn how to create and analyze free-body diagrams
  • Explore vector resolution techniques in physics
  • Review trigonometric applications in force calculations
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Students studying physics, particularly those focusing on mechanics and static equilibrium, as well as educators seeking to enhance their teaching methods in force resolution topics.

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Homework Statement


Hi there I have attached a copy of the question to this post. I have never come across this, and don't really know where to start.

Any pointers much appriciated. Thanks in advance,

Mike


Homework Equations





The Attempt at a Solution

 

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Well. . . Remember that it's in equilibrium, so the object isn't accelerating in any direction. And then you just have to resolve. . .So for part (a), resolve T into vertical and horizontal component (create an appropriate coordinate axis).
And since you know the object is not accelerating, you know that the horizontal component needs to balance out the 18kN. . . And also, since it's not accelerating you know that Ty + W = 40 + R. . . .and so on. . .
(Remember that W=mg)

Just keep in mind that it's in equilibrium, and I think you should be fine. . .
 
Hi there,

Thanks very much for your useful post.

I think I've got it, but not too sure about the last question. I said that the clockwise moments = [40000 x (a+c+d)] + [27050 x d] + [18000 x h]

Is that ok? Oh and for the other questions, should the answers be

a) 18000=Tcos45
T=25455.8N

b) Tcos45 + W=40000 + R
R=27050N

Thaanks agin for the help, much appriciated.

Mike
 

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