Question

Δ DEF and Δ LMN are congruent in the correspondence EDF ↔ LMN. Write the pairs of congruent sides and congruent angles in the correspondence.

Answer 1

Answer:

ED = LM  , DF = MN  , FE = NL

∠E = ∠L ,  ∠D = ∠M  . ∠F = ∠N

Step-by-step explanation:

Δ DEF and Δ LMN are congruent in the correspondence EDF ↔ LMN. Write the pairs of congruent sides and congruent angles in the correspondence.

Δ EDF ≅ Δ LMN (congruent Triangles)

Corresponding sides are equal

ED = LM

DF = MN

FE = NL

Corresponding Angles are equal

∠E = ∠L

∠D = ∠M

∠F = ∠N

Answer 2

Answer:

Sides are equal:       ED = LM  , DF = MN  , FE = NL  

Angles are equal:    ∠E = ∠L ,  ∠D = ∠M  . ∠F = ∠N

Step-by-step Explanation:

Δ DEF and Δ LMN are congruent in the correspondence EDF ↔ LMN.  

Write the pairs of congruent sides and congruent angles in the correspondence.

Δ EDF ≅ Δ LMN

The above mentioned triangle is the congruent one.  

Corresponding sides are equal  

ED = LM  

DF = MN

FE = NL

Corresponding Angles are equal

∠E = ∠L  

∠D = ∠M  

∠F = ∠N