In `DeltaPQR`, `PQ=24cm`, `PR=32cm` and `PS` is the bisector of `/_QPR`, where `QS=8cm`. Then the length of `SR=`

In anglePQR , if PQ = 6 cm , PR = 8 cm, QS = 3 cm and PS is the bisector of angle QPR , what is the length of QR ?

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

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

In DeltaPQR , ray PS is the bisector of /_QPR . Q-S-R . If QS=4.8 cm, SR=3.6cm then find PQ:PR .

In DeltaPQR , ray PS is the bisector of /_QPR , Q-S-R . If Qs=4.8cm , SR=3.6cm , find PQ : PR .

In DeltaPQR, PR=12cm, QR=6sqrt(3)cm, PQ=6cm , The angle Q is

In /_\PQR , PQ= 4cm, PR= 8cm and RT= 6cm. find i)the area of /_\PQR . ii) the length of QS.

In the figure ray QS is the bisector of /_PQR and PQ=QR, then (PS)/(SR)= ………..