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Problem 510: Triangle, Three Squares, Midpoints, Concurrency, Mind Map. Level: High School, College, SAT Prep.

The drawing shows the squares ABDE, BCFG, and ACHJ. The points K, M, and N are the midpoint of EJ, DG, and FH, respectively. Prove that KA, MB, and NC are concurrent at a point P.

Triangle with three squares, midpoints, concurrency



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