In a cyclic quadrilateral PQRS, PS=PQ ,RS=RQ and `anglePSQ = 2angleQSR`, Find `angleQSR`.

In cyclic quadrilateral PQRS , 7/_ P = 2/_R Then, /_P=

In quadrilateral PQRS , PS = QR and angle SPQ = angle RQP . Prove that : angle QPR = angle PQS

In the adjoining figure, square P Q R S is a cyclic quadrilateral. Side PQ ~= side RQ. anglePSR = 110^(@) . Find (i) anglePQR (ii) m (arc PQR) (iii) m (arc QR) (iv) anglePRQ

In the Quadrilateral PQRS, PQ and RS are called …… sides.

In a quadrilateral PQRS, bar(PQ)||bar(RS) and PR=QS. PQRS is a /an_____

In a cyclic quadrilateral PQRS,PQ=2 units,QR=5 units,RS 3 units and /_PQR=60^(@) , then what is the measure of SP?

In a cyclic quadrilateral PQRS, PQ= 2 units, QR= 5 units, RS=3 units and /_P Q R=60^0, then what is the measure of SP?