Rank Resistances: A, B, C, A+B, B+C, A+B+C

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AI Thread Summary
The discussion focuses on ranking the end-to-end resistances of three square conductors, A, B, and C, based on their dimensions and the formula R = p (L/A). Conductor B is nested within A, and C is nested within B, affecting their combined resistances. The key challenge is understanding how the length and cross-sectional area of each conductor influence the overall resistance. Participants emphasize the importance of applying the resistance formula correctly to determine the rankings. Ultimately, the goal is to establish the order of resistances from greatest to least for the individual conductors and their combinations.
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Homework Statement


The figure below shows cross sections through three long square conductors of the same length and material, with square cross sections of edge lengths as shown. Conductor B fits snugly within conductor A, and conductor C fits snugly within conductor B.

Rank the following according to their end-to-end resistances, greatest first: the individual conductors and the combinations of A + B (B inside A), B + C (C inside B), and A + B + C (B inside A inside C).

http://img14.imageshack.us/img14/7955/phys2.jpg

Homework Equations



R = p (L/A)

The Attempt at a Solution


Each of them have a different length and area, so I don't know how to go about this problem.
 
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You have a relevant equation and the dimensions of your conductors. That's all you need.
 
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