Total resistance through cubic circuit

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Homework Statement



Suppose a resistor R lies along each edge of a cube (12 resistors in all) with connections at the corners. Find the equivalent resistance between two diagonally opposite corners of the cube


Homework Equations



[tex]\Sigma[/tex]I = 0 at a node (a junction)

[tex]\Sigma[/tex]V = 0 through a loop

V=IR

The Attempt at a Solution




Not quite sure how to do this one algebraically. Would I just add up all the V/Is? how?
 
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Not quite sure where to start...can anyone help me?
 
How about opening the cube out so it's flat and looking at it that way.
 
Interesting...is that necessary though, or could I just apply kirchhoffs laws to it as it is?
 
I count from anyone node:
3 paths to 3 nodes which then connect by:
6 paths to 3 nodes which then connect by:
3 paths to 1 node.

connecting the 3 nodes together with wires should change nothing.
 
are you saying just ignore those 6 connections?
 
I think the post I was responding to was deleted.