Equilibrium Problem(Tension of each cord)

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In summary, The problem involves finding the tensions in two cords, T1 and T2, that are holding up a suspended body weighing 150N. The goal is to apply the conditions for equilibrium and find the net force, which must be zero. This can be expressed mathematically through equations for the vertical and horizontal force components.
  • #1
durty53
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I have a problem..I cannot solve this one..the angles are on the side.. I don't have any idea..any answers would be much appreciated!
 

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Indicate the forces acting. Apply the conditions for equilibrium.
 
  • #3
the weight(W) of teh suspended body is 150N
 
  • #4
durty53 said:
the weight(W) of teh suspended body is 150N
OK.

Consider the forces acting at the connection point. Name them.
 
  • #5
The book said that I should find the tension in each cord if the weight(W) of the suspended body is 150N
 
  • #6
durty53 said:
The book said that I should find the tension in each cord if the weight(W) of the suspended body is 150N
Yes. Label the cord tensions T1 and T2.

Since there's equilibrium, what must be the net force?
 
  • #7
Doc Al said:
Yes. Label the cord tensions T1 and T2.

Since there's equilibrium, what must be the net force?


the net force must be zero
 
  • #8
durty53 said:
the net force must be zero
Good!

Now express that mathematically. Write equations for the vertical and horizontal force components.
 

FAQ: Equilibrium Problem(Tension of each cord)

What is the equilibrium problem?

The equilibrium problem is the concept of objects being in balance when multiple forces are acting on them. This means that the net force on the object is zero, resulting in no acceleration.

What is tension in a cord?

Tension is the pulling force that exists in a cord or rope when it is stretched. It is a force that is transmitted through the cord and acts in a direction opposite to the stretch.

How is tension calculated in each cord in an equilibrium problem?

In an equilibrium problem, the tension in each cord is calculated by setting up equations of forces for each object in the system. These equations will include the weight of the object, any external forces acting on it, and the tension in the cords. By solving these equations simultaneously, the tension in each cord can be determined.

What factors can affect the tension in each cord?

The tension in each cord can be affected by the weight of the objects connected by the cord, the angle at which the cord is pulled, and any external forces acting on the objects. It can also be affected by the material and thickness of the cord itself.

How does the tension in each cord change in an equilibrium problem?

In an equilibrium problem, the tension in each cord will change depending on the forces acting on the objects connected by the cord. As long as the net force on the objects is zero, the tension in each cord will remain constant. However, if the forces change, the tension in each cord will also change to maintain equilibrium.

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