Calculating Tension in a 3kg Block at 10cm from Left Side - 12N Force on Right

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Homework Help Overview

The discussion revolves around calculating the tension in a 3kg block that is being pulled by a 12N force from its right side. The block measures 30cm in length, and the specific point of interest is 10cm from the left side of the block.

Discussion Character

  • Exploratory, Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants explore the relationship between the applied force and the tension in the block, questioning how the position within the block affects tension. There are discussions about conceptualizing the block as two segments connected by a string to analyze tension. Some participants inquire about the tension in the string versus the tension within the block itself.

Discussion Status

Participants have provided insights into the nature of tension in the string and within the block, with some suggesting that the tension at different points varies. There is a recognition of the tension being 12N at one end and potentially zero at the other, indicating a productive exploration of the concept.

Contextual Notes

Some participants express confusion regarding the calculation of tension without knowing the reaction forces involved. The discussion includes assumptions about the block's uniformity and the effects of cutting the block into segments.

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Homework Statement


What is the tension in a 3kg block at a point 10cm from its left side, when pulled by a string from its right side with a force of 12N

The block is 30cm.

Homework Equations





The Attempt at a Solution



So it's pretty obvious the acceleration of the block is 4 ms-2
Now, how do I find tension? And will the 10cm part affect it anyhow? I know that if there was another block, then we could find net force of each individual block and thereby calculate the tension in the strings connecting the blocks, but since there's only one block, how would I get the tension? It's rather the concept I want to understand, and the answer in the book is 24N
 
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Imagine the block being cut into two blocks at the point 10 cm from its left side and the two blocks connected by a short string.
 
Thank you so very much. That's exactly what I needed. This is a great forum :)
One more conceptual thing. What would be the tension in the string, not in the block? Can it even be calculated without knowing how much of a reaction force the block can give? Also, what would be the tension of the extreme leftmost side of the block?
 
PhysicsKid703 said:
What would be the tension in the string, not in the block? Can it even be calculated without knowing how much of a reaction force the block can give?
You are told that the string is pulling with 12 N of force. So what must be its tension?

Also, what would be the tension of the extreme leftmost side of the block?
What do you think? Imagine a very thin slice of the block on the leftmost side. How much force is needed to pull it along?
 
Tension in the string is 12N. Tell me if I'm wrong.
I'm not understanding the tension of the leftmost side, could you please explain? Thanks though, you guys are really very helpful.
 
PhysicsKid703 said:
Tension in the string is 12N. Tell me if I'm wrong.
I'll even tell if you're right. You're right!

I'm not understanding the tension of the leftmost side, could you please explain?
Use the same logic you used when considering the tension pulling the 10 cm chunk. Just imagine now that you take leftmost chunks to be 5 cm from the end, then 1 cm, then just a tiny sliver. What happens to the force pulling the chunks as the chunks get smaller?
 
Ahh thank you so much sir. You've been a great help. It's zero. I've understood the concept.
 
PhysicsKid703 said:
Ahh thank you so much sir. You've been a great help. It's zero. I've understood the concept.
Excellent. The tension in the block varies from the full 12 N at the leading end to zero at the trailing end.
 

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