Answer:
The given triangles APSR and APQR are congruent by S.A.S. criteria.
Explanation:
The S.A.S. (Side-Angle-Side) congruence criteria states that two triangles are congruent if their corresponding two sides and included angles are congruent to one another's corresponding two sides and included angle.
Here, we can observe that both triangles share the same side AP.
PR and PQ on the side are congruent.
- Both triangles share Angle P.
The supplied triangles APSR and APQR are therefore congruent according to S.A.S. requirements.
so we can conclude: S.A.S. for the triangles being congruent.