If two triangles qre congruent, then the six (blank) a0 parts are congruent

Corresponding it's the word that should be in the blank

1) Side 1: AB = PQ, 2) Side 2: BC = QR, 3) Side 3: AC = PR, 4) Angle 1: ∠ABC = ∠PQR, 5) Angle 2: ∠BCA = ∠QRP, 6) Angle3: ∠CAB = ∠RPQ

Step-by-step explanation:

We are given that two triangles are congruent. We have to find what corresponding parts would be equal.

Let ΔABC be congruent to ΔPQR.

Then, by the property of congruence the following parts of the triangles will be equal.

1) Side 1: AB = PQ

2) Side 2: BC = QR

3) Side 3: AC = PR

4) Angle 1: ∠ABC = ∠PQR

5) Angle 2: ∠BCA = ∠QRP

6) Angle3: ∠CAB = ∠RPQ