Question

1. write a similarity statement for the similar triangles.

△lmn∼△____
q 3 r 5 s
6 m 10 n
qrs
qsr
sqr
srq

Explanation:

Step1: Identify corresponding angles

In similar triangles, corresponding angles are equal. The right - angled vertices in both triangles correspond. And the ratios of the sides are $\frac{6}{3}=\frac{10}{5} = 2$. The side of length 6 in $\triangle LMN$ corresponds to the side of length 3 in $\triangle QRS$, and the side of length 10 in $\triangle LMN$ corresponds to the side of length 5 in $\triangle QRS$. So, $\angle M$ corresponds to $\angle R$, $\angle N$ corresponds to $\angle S$ and $\angle L$ corresponds to $\angle Q$.

Answer:

A. QRS