Question: Problem 2. Let k and l be parallel lines. Let A, B, C be points on k and A', B', C' be points on
Problem 2. Let k and l be parallel lines. Let A, B, C be points on k and A', B', C' be points on l such that the lines AA', BB', and CC' intersect at a common point. Prove that |AB |A'B'| |B'C" BCT
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To prove this we can use the concept of similar triangles and Cevas Theorem Heres a stepbystep expla... View full answer
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