Question

complete the congruence statement. △npo≅△

Explanation:

Step1: Match corresponding vertices

In congruent triangles, corresponding sides and angles are equal. By observing the side - lengths and angle - measures, we can match the vertices. Side $NO = UV=12$ ft, side $NP = VW = 20$ ft, side $OP=UW = 12$ ft, $\angle N=\angle V = 29^{\circ}$, $\angle O=\angle U=122^{\circ}$, $\angle P=\angle W = 29^{\circ}$. So the corresponding vertices are: $N$ corresponds to $V$, $P$ corresponds to $W$, $O$ corresponds to $U$.

Answer:

$\triangle NPO\cong\triangle VWU$