Question

In a APQR, med PS is produced to a point T such that PS = Prove that PQTR is a parallelogram

Answer 1

Answer

Step-by-step explanation:

In triangle RPT and triangle PQT

<RPT = < QTP

PT = PT

<RTP = <QPT

So, ∆ RPT =~ ∆ PQT

Then, RP = TQ

TR= PQ

•

• • PQTR is a parallelogram