Ranking tension in different crates

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    Ranking Tension
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SUMMARY

The discussion focuses on ranking the forces exerted by ropes on seven crates being pulled at a constant speed, with a uniform coefficient of kinetic friction. The crates are labeled A through G, with specific masses affecting the tension in the ropes. The correct ranking of the forces from largest to smallest is determined by analyzing the forces acting on each crate, considering both the mass of the crates and the friction involved. The final ranking of the ropes is essential for understanding the dynamics of the system.

PREREQUISITES
  • Understanding of Newton's laws of motion
  • Familiarity with concepts of tension and friction
  • Basic knowledge of mass and force calculations
  • Ability to analyze free body diagrams
NEXT STEPS
  • Study Newton's second law and its application in tension problems
  • Learn about kinetic friction and its role in motion
  • Explore free body diagram techniques for multi-body systems
  • Investigate how mass distribution affects tension in connected systems
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This discussion is beneficial for physics students, educators, and anyone interested in understanding the principles of tension and motion in systems involving multiple objects.

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Homework Statement


Seven crates of various masses are being pulled by ropes to the right, at the same constant speed, as shown below. Assume the ropes are massless, and the coefficient of kinetic friction between crates and floor is the same for all seven crates. Rank the ropes according to the force each exerts on the crate immediately to its left, from largest to smallest. E.g., enter ABCDEFG. If two forces are equal, enter the letters in alphabetical order.



Homework Equations


I can't put the picture itself on here, but I will illustrate it as best as I can. The letters will be enclosed in two dashes to signify the different ropes, and the numbers enclosed in brackets are the masses of the crates.

(1)-C-(2)-B-(3)-A-
(4)-E-(2)-D-
(3)-F-
(6)-G-



The Attempt at a Solution


I am unsure as to whether the force exerted on the crate immediately to the left would be affected in any way by the crates which follow (i.e. for A, B, and D) and I am therefore getting confused. Any help to point me in the right direction would be greatly appreciated, thanks in advance
 
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A good place to start would be to consider the forces acting on each crate. What do you know about the sum of the forces on each crate?
 

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