Tension in Rope A vs. Rope B: Which is More?

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In the discussion about the tension in rope A versus rope B, a professional strongman pulls on rope A while two others pull on rope B in opposite directions. The consensus is that both ropes experience the same tension, despite initial doubts about the forces involved. The reasoning is based on Newton's laws, particularly that the wall or anchor point exerts an equal force on the rope as the strongmen do. Analyzing the scenario with a Free Body diagram clarifies that the tensions remain equal at 10N for both ropes. The conclusion emphasizes the importance of understanding equilibrium in such physical scenarios.
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Sorry I deleted the template, it doesn't seem to apply much to this particular problem:

A professional strongman ties rope A to a building and pulls as hard as he can on the rope. Two other professional strongmen take either end of rope B and pull in opposite directions as hard as they can. If all strongmen possesses equal strength, how do the tensions in the rope compare?

It's a multiple choice question and the answer listed is: The ropes have the same tension.

This just doesn't seem correct to me, could anyone enlighten me or confirm my doubts? As I see it, if all the strongmen pull with a force of 10N (perhaps we should call these strongmice instead), then clearly rope A would have a tension of 10N, while rope B would have a tension of 20N.
 
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Not as clearly as you think. Just imagine that the wall is a strongman. Whether a strongman or a wall, either would exert the same force on the rope...10N. That's Newton 3. You might want to cut a section thru the rope and draw a Free Body diagram around one of the strongmen, and use Newton 1 for equilibrium.
 
PhanthomJay said:
Not as clearly as you think. Just imagine that the wall is a strongman. Whether a strongman or a wall, either would exert the same force on the rope...10N. That's Newton 3. You might want to cut a section thru the rope and draw a Free Body diagram around one of the strongmen, and use Newton 1 for equilibrium.

Thanks for the help, that's just a weird thing to conceptualize.
 
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