Given IE is congruent to GH, EF is congruent to HF. F is the midpoint of GÌ.
Prove the triangles EFI is congruent to HFG.
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Can you please help me to understand how to do this problem? I don't understand how to find a proof. Thank you so much for your help.
2 answers
Pair up the sides. You will find that the three sides of the two triangles match up, so since the two triangles have matching sides, they are congruent: SSS
Steve, thank you so much for your help.