Congruent Polygons
Use the triangles.
1.
Name one pair of congruent angles.
• ∠PQR and ∠VST
• ∠PRQ and ∠SVT
• ∠RQP and ∠TVS
• ∠QPR and ∠STV
Oh, congruent angles? How about we name them "Bob" and "Linda"? They sound like a pretty congruent pair to me! Just kidding, it's actually ∠PQR and ∠VST. Nice job!
One pair of congruent angles in the given triangles is:
∠PQR and ∠VST
To identify congruent angles in this pair of polygons, we can compare the corresponding angles.
We have two polygons, let's call one polygon PQR and the other VST. For each angle in PQR, we need to find the corresponding angle in VST.
In this case, based on the given options, the pair of congruent angles is ∠PQR and ∠VST. These two angles are corresponding angles in the polygons. Hence, they are congruent.