Why the total tension is not zero?

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In a scenario where two ends of a rope are pulled with equal and opposite forces, the tension in the rope is not zero despite the net force being zero. This is because tension is a property of the rope that allows it to exert force at both ends. When forces act on different segments of the rope, each segment experiences tension due to the forces applied. For example, if each end is pulled with 50 N, the tension throughout the rope remains 50 N. Understanding this distinction clarifies why tension exists even when the net force is balanced.
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If two ends of a rope in equilibrium are pulled with forces equal in magnitude and opposite direction,why the total tension in the rod is not zero?


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Don't confuse the net force on a section of rope with the tension in the rope.
 
What rod? I thought you were pulling on a rope.
 
Could you please elaborate your answer? I still can't get it.
 
Aruna Kiran said:
Could you please elaborate your answer? I still can't get it.
If you pull each end of piece of rope with a force of 50 N (for example) you will create 50 N of tension in the rope. Think of the tension as the property of a stretched rope that allows it to exert a force at each end.

While the tension is 50 N, since you're pulling each end with equal and opposite force the net force on the rope is zero.
 
The two forces are acting on different points. Imagine you cut the rope into three bits and knot it back together so that you have one rope again made from three bits A,B,C

If you exert a force on part A (and C) then part A will exert an equal force on part B. Then according to Newton, part B will impart an equal and opposite force on part A. Because of symetry the same is happening at the other end. So part B is under tension. Part B can be any size, upto and including the entire rope.
 
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Oh. I got it now. Thank you all.
 
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