Can someone help me with that proof. In triangle IEG H is on GI such that EG+GH=EI+IH J is on EI such that GI+IJ=EG+EJ F is on EG such that GI+GF=EI+EF Prove that EH,GJ,IF are concurrent
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Let We have: Then, And, from Ceva's theorem, EH, GJ, IF are concurrent.
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