In `DeltaPQR, PQ=PR` and PS is angle bisector of `angleP` . Are `DeltaPQS` and `DeltaPRS` congruent? If yes, give reason.

In DeltaPQR,PQ=6sqrt3 cm, PR=12cm and QR=6cm , then angleQ =

In Delta PQR ,right angle is at Q,PQ =3cm and PR =6cm Determine angle QPR and angle PRQ

In an isosceles DeltaPQR ,PR=QR and PQ^2=2PR^2 , then angleR =

In DeltaPQR ,ST is a line such that (PS)/(SQ)=(PT)/(TR) and also angle PST=anglePRQ . Prove that DeltaPQR is an isosceles Triangle.

In rectanglePQRS , bar(PX) and bar(QY) are the angle bisectors at angleP , angleQ which meets at O, then anglePOQ =

In DeltaPQR , PQ = 5 cm, QR= 12 cm, and PR = 13 cm, then PQR is

State whether the following triangles are congruent or not ? Give reasons.

In the adjacent figure. Are DeltaABC and DeltaDCB congruent? Also identify the relation between corresponding elements and give reason for your answer.

In adjacent figure, PR > PQ and PS bisects /_QPR . Prove that /_PSR > /_PSQ .