Finding the equivalent resistance PLEASE HELP

AI Thread Summary
To find the equivalent resistance of a cube with resistors on each edge, symmetry can be utilized to simplify the problem. By recognizing that some corners of the cube share the same potential, the resistors can be grouped into parallel and series combinations. The discussion emphasizes the challenge of visualizing a three-dimensional circuit and the confusion around calculating resistance in such a configuration. The problem is presented as extra credit, motivating the poster to seek a solution. Participants express interest in the final answer from the teacher once it is determined.
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Finding the equivalent resistance...PLEASE HELP!

Homework Statement


So I have a cube and it has resistance on every edge and I need to find what is the equivalent resistance? No numbers are given just the cube itself.


Homework Equations





The Attempt at a Solution


How in the world do I go about solving this??
 
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First of all, why would you make a three dimensional circuit diagram? That makes absolutely no sense. Second, I'm fairly certain this cannot be given an equivalent resistance. A square of resistors doesn't have an equivalent resistance, nor should its three dimensional equivalent. You could find a thevenin resistance, but since it is three dimensional then I don't know what you would consider what.

Since when do people think circuits should be vectors?
 
I suppose all the resistances along the edges are equal and the resistance between 2
opposite points on the cube is needed.

Using symmetry you can see that some of the corners have the same potential. You can connect these and it becomes an easy problem with parallel and series resistances
 
Thank you for your help! Well my teacher decided to give us this problem as extra credit worth 20 points which is huge! So I am determined to figure out! Thanks again!
 
I'm curious to see what your teacher says the answer is. Would you mind posting it when you know it?
 
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