Asked by Marina

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.
Answered by Steve
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
Answered by Marina
Steve, thank you so much for your help.
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