Question

In the given figure BA is perpendicular to CA, RP is perpendicular to QP, AB=PQ and BR=CQ. Prove that AC=PR

Answer 1

Hope it will help you :)

Answer 2

Step-by-step explanation:

In triangle ABC and PQR

/_A = /_P (each 90°)

AB=PQ (given)

BR=QC. (Given)

So, BR+BQ=QC+BQ. (common)

By SAS congruence rule

Triangle ABC = Triangle PQR

So, AC=RP (CPCT)