Will the tension between the boxes be the same as the tension on the rope

In summary, tension in this context refers to the force applied to boxes or rope. The amount of tension will depend on the direction and magnitude of the pulling force, and can change over time. The weight of the boxes may also affect the tension, which can be calculated using the formula T = F/A. However, external factors may influence the accuracy of this calculation.
  • #1
Miike012
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There was a problem on my test yesterday that delt with two boxes being pulled to the right which where both conected to one another by a rope.

I don't remember if there was any friction and I don't remember what was given but one of the questions was... Will the tension between the boxes be the same as the tension on the rope conected to the larger box?
 

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  • #2
Just need a yes or a no??
 
  • #3
No. The rope attached to the large box must pull both boxes; the rope in between just has to pull one of them.
 

1. How is tension defined in this context?

In this context, tension refers to the force exerted on the boxes or rope due to the stretching or pulling of the rope.

2. Will the tension be equal on all sides of the boxes?

The tension will depend on the direction and magnitude of the pulling force on the rope. If the pulling force is equal on all sides, then the tension will also be equal.

3. Can the tension on the rope change over time?

Yes, the tension on the rope can change over time depending on the amount of pulling force applied and any external factors that may affect the rope's strength or elasticity.

4. Is the tension on the rope affected by the weight of the boxes?

The weight of the boxes can affect the tension on the rope if it is pulling the rope downwards. The tension will be greater if the weight of the boxes is greater.

5. How can the tension on the rope be calculated?

The tension on the rope can be calculated using the formula T = F/A, where T is the tension, F is the pulling force and A is the cross-sectional area of the rope. However, this calculation may vary depending on the specific situation and external factors that may affect the tension.

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