In the given statement "APQR = AMNO," it implies that the triangles APQ and AMN are congruent. To complete the congruence statement, we need to match the corresponding parts of the triangles.
The congruence statement can be completed as follows:
APQR ≅ AMNO
PQ corresponds to MN
R corresponds to O
Therefore, the complete congruence statement is:
∆APQ ≅ ∆AMN
