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Geometry Problem 37 with Solution: Right triangle, Altitude, Incenters, Orthocenter.

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In triangle ABC, angle B is a right angle. BD is the altitude, E, F, and G are the incenters of the triangles ABC, ADB, and BDC respectively. Prove that E is the orthocenter of triangle BFG. .

 


 

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Geometry Problem 37 Illustration with iPad

Geometry Problem 37 with Solution: Right triangle, Altitude, Incenters, Orthocenter
  

Home | Geometry | Problems | Open Problems | 10 Problems | 31-40 | Circle Tangent Line | Right triangle, Altitude and Incircle | Email | By Antonio Gutierrez
Last updated: Sep 19, 2014

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