Question

If A EFG & ALMN, write the corresponding
vertices, angles and sides of the two triangles ​

Answer 1

Answer:

Given : △EFG≅△LMN

We are asked to find the corresponding vertices, angles sides of the two triangle.

We already have the knowledge that the two triangles are congruent.

From the diagram we can say that in △EFG&△LMN

⇒FG=MN

EG=LN

EF=LM

the above tells us about the corresponding sides of the two triangles,

now, again in △EFG&△LMN

∠FEG=∠NLM

∠EGF=∠LNM

∠EFG=∠NML

the above tells us about the corresponding angles of the two triangles

and vertex E coincides with vertex L also

vertex F coincides with M

and vertex G coincides with N

Hence, solved.

Answer 2

Answer:

first corresponding vertices,

E=L, F=M, G=N

corresponding angles,

FEG=NLM, EGF=LNM, EFG=NML

corresponding sides,

FG=MN, EG=LN, EF=LM

hope it will helpful to you