Given : △EFG≅△LMN
We are asked to find the corresponding vertices, angles sides of the two triangle.
We already know that the two triangles are congruent.
From the diagram, we can say that in △EFG&△LMN:
⇒FG=MN
EG=LN
EF=LM
Hence, side corresponding to FG, EG and EF is MN, LN and LM respectively.
Now, again in △EFG&△LMN
∠FEG=∠NLM
∠EGF=∠LNM
∠EFG=∠NML
Hence, angle corresponding to ∠FEG, ∠EGF and ∠EFG is ∠NLM, ∠LNM and ∠NML respectively.
Hence, vertex corresponding to E, F and G is L, M and N respectively.