Sides AB and BC and Median AD of a triangle ABC are proportional to sides PQ andPR and median PM of triangle PQR. Prove triangle ABC ~ triangle PQR.

Sides AB and BC and Median AD of a triangle ABC are proportional to si

1.	Sides AB and BC and Median AD of a triangle ABC are proportional to sides PQ andPR and median PM of triangle PQR. Prove triangle ABC ~ triangle PQR.
Answer» IfΔABC and ΔPQR in which AB, BC, and median AD of ΔABC are proportional to sides PQ, QR, and median PM of ΔPQR thenΔABC ∼ ΔPQR. The proof of the statement is based on similarity in triangles.