Problem 656: Triangle, Cevian, Concurrency. Level: High School, Honors Geometry, College,
The figure shows a triangle ABC with the
cevians AD, BE, and CF concurrent at G. Triangle DEF has the cevians DP,
EQ, and FR concurrent at S. Prove that lines AP, BQ, and CR are
concurrent at T. This entry contributed by Mohak Jain.