Question

what are the corresponding parts of the figures below? select all that apply.

Explanation:

Step1: Identify congruent sides

By comparing side - lengths, we see that $KM = 13$ mi and $QO=13$ mi, so $\overline{KM}\cong\overline{QO}$. Also, $LK = 23$ mi and $OP = 23$ mi, so $\overline{LK}\cong\overline{OP}$.

Step2: Identify congruent angles

By comparing angle - measures, we see that $\angle N$ and $\angle O$ are both right - angles, so $\angle N\cong\angle O$. Also, by the nature of the congruent triangles (assuming they are congruent based on side - side - side or other congruence criteria), $\angle L\cong\angle P$.

Answer:

$\overline{KM}\cong\overline{QO}$, $\angle N\cong\angle O$, $\angle L\cong\angle P$, $\overline{LK}\cong\overline{OP}$