Solving Tension in 2 Strings - T2 & T3

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The discussion revolves around solving for the tensions T2 and T3 in a system where a 100-N body is suspended by cords. Participants emphasize the importance of breaking down T2 into its vertical and horizontal components while noting that T3, being horizontal, does not require further decomposition. The equilibrium conditions, specifically the sum of forces in the x and y directions, are crucial for solving the problem. After some confusion, the final tensions are confirmed as T2 = 141 N and T3 = 100 N. The conversation highlights the necessity of understanding vector components in physics problems involving tension.
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Homework Statement



A 100-N body is shown suspended from a system of cords.

http://bcs.whfreeman.com/WebPub/Physics/tiplerphysics6e_bridge/question_bank_images/4-50A.png?2417

1. What is the tension (T2) in the tilted cord? Round your answer to three significant figures.

2. What is the tension (T3) in the horizontal cord? Round your answer to three significant figures.

Homework Equations



F=ma

The Attempt at a Solution



I can't figure out how to solve the T3 part, I mean I have never dealt with a 90 degree string question.
 
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Consider the place where the cords meet. What forces act there? Hint: Consider horizontal and vertical components.
 
Draw the direction of the tension of T2.

Split T2 into vertical and horizontal components. (T3 is purely horizontal)

Now use equilibrium conditions

∑Fx=0 and ∑Fy=0
 
I know that I have to split into x and y-components but I don't know how to split up T3 because it's at 90 degree angle. What will be it's x and y-component?
 
sonutulsiani said:
I know that I have to split into x and y-components but I don't know how to split up T3 because it's at 90 degree angle. What will be it's x and y-component?

you don't need to split T3 into components. T3 is already in the x direction.
 
So how do I proceed after finding x and y components of T2 and T3? I mean how will the equation be? I am totally confused.
 
y component of T2 = mg
x component of T2 = T3.
 
I still don't get it :(
 
sonutulsiani said:
I still don't get it :(
Show your calculations.
 
  • #11
Ok I got the answer, is it T2=141N and T1=100N?
 
  • #12
sonutulsiani said:
Ok I got the answer, is it T2=141N and T1=100N?

that should be correct (I don't know how many decimal places you wanted the answer to)
 
  • #13
Ah, finally thank you people! Thanks a lot.
 

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