write a statement that indicates that the triangles in each pair are congruent.
15)
16)
a) $ \triangle l m n \cong \triangle l m g $
b) $ \triangle m n l \cong \triangle g m l $
c) $ \triangle l m n \cong \triangle g l m $
d) $ \triangle n l m \cong \triangle m g l $
a) $ \triangle e c d \cong \triangle z y x $
b) $ \triangle e d c \cong \triangle x z y $
c) $ \triangle d e c \cong \triangle z x y $
d) $ \triangle c d e \cong \triangle x y z $

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# Explanation:
## 15)
### Step1: Identify corresponding vertices
In congruent triangles, corresponding vertices are matched. Looking at the triangles in 15), vertex $M$ in $\triangle MNL$ corresponds to vertex $G$ in $\triangle GML$, vertex $N$ corresponds to vertex $L$, and vertex $L$ corresponds to vertex $M$.

## 16)
### Step1: Identify corresponding vertices
For the triangles in 16), in $\triangle ECD$ and $\triangle ZYX$, vertex $E$ corresponds to vertex $Z$, vertex $C$ corresponds to vertex $Y$, and vertex $D$ corresponds to vertex $X$.

# Answer:
15) B. $\triangle MNL\cong\triangle GML$
16) A. $\triangle ECD\cong\triangle ZYX$

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Question

Explanation:

15)

Step1: Identify corresponding vertices

16)

Step1: Identify corresponding vertices

Answer: