Prove that if Q is a plane, each of the lines AB and A'B' is a subset of Q, A:C:B, A':C':B', and angle ACC' ~ angle BC'C, then the line AB is parallel to the line A'B'. I don't know were to start so anything would help

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- May 2nd 2008, 03:12 PMntdgnon-Euclidean Geometry Proof
Prove that if Q is a plane, each of the lines AB and A'B' is a subset of Q, A:C:B, A':C':B', and angle ACC' ~ angle BC'C, then the line AB is parallel to the line A'B'. I don't know were to start so anything would help

- May 2nd 2008, 04:20 PMPlato
First, I assume that you doing 'Hyperbolic Plane Geometry'. Correct?

Now please explain your notations.