Question

If triangle ABC is similar to Triangle PQR is median is similar to the values

Answer 1

Answer:

Given:

Triangle ABC is similar to triangle PQR.

Concept used:

If Δ ABC ∼ Δ PQR

Then, (AB/PQ) = (BC/QR) = (AC/PR)

Calculations:

F1 Harshit 13.1.21 Pallavi D1

(AB/PQ) = (BC/QR)

So, (2BD/2QS) = (AB/PQ) (since D and S are midpoints)

⇒ (BD/QS) = (AB/PQ)

⇒ BD × PQ = AB × QS

∴ BD × PQ = AB × QS.