The figure below shows a triangle ABC with three rectangles ABDE, BCFG and ACHJ. The points K, L, M are the midpoints of AB, BC, and AC, respectively. Lines KQ, LN, and MP are perpendicular to FH, EJ, and DG, respectively. Prove that KQ, LN, and MP are concurrent.
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Geometry Problems
Ten problems: 1391-1400
Visual Index
Open Problems
All Problems
Triangle
Rectangle
Midpoints
Perpendicular lines
Concurrent lines
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