Question

what are the corresponding parts of the figures below? select all that apply. n 11 km o 18 km p 37 km 47 km m t 11 km u 18 km v 37 km 47 km s (overline{op}congoverline{uv}) (angle ocongangle u) (angle ncongangle t) (angle mcongangle s)

Explanation:

Step1: Identify equal - length sides

We see that $OP = 18$ km and $UV=18$ km, so $\overline{OP}\cong\overline{UV}$.

Step2: Identify equal - measure angles

$\angle O$ and $\angle U$ are both marked with a single - arc, so $\angle O\cong\angle U$.

Step3: Identify other equal - measure angles

$\angle N$ and $\angle T$ are both marked with a double - arc, so $\angle N\cong\angle T$. Also, $\angle M$ and $\angle S$ are both marked with a triple - arc, so $\angle M\cong\angle S$.

Answer:

• $\overline{OP}\cong\overline{UV}$
• $\angle O\cong\angle U$
• $\angle N\cong\angle T$
• $\angle M\cong\angle S$