In the figrure, Q is the centre of the circle and PM and PN are tangent segments to the circle. If `/_ MPN = 40^(@)`, find `/_ MQN `

In the given figure, Q is the centre of the circle and PM ,PN are tangent segments to the circle. If angleMPN=50^@ find angleMQN .

In the given figure, Q is the centre of the circle and PM ,PN are tangent segments to the circle. If angleMPN=50^@ find angleMQN .

In the adjoining figure , Q is the centre of the circle and PM,PN are tangent segments to the circle. IF angleMPN=40^@ , find angleMQN .

In the adjoining figure , Q is the centre of the circle and PM, PN are tangent segments to the circle. IF angleMPN=40^@ , find angleMQN .

O is the centre on the circle. PA and PB are tangent segments. Then the quadrilateral AOBP is :

In the adjoining figure, O is the centre of the circle. From point R, seg RM and RN are tangent segments drawn which touch the circle at M, N. If OR=10 cm, radius of the circle=5 cm, then find m /_MRN

In the adjoining figure, O is the centre of the circle. From point R, seg RM and RN are tangent segments drawn which touch the circle at M, N. If OR=10 cm, radius of the circle=5 cm, then find m /_MRO

In the adjoining figure, O is the centre of the circle. From point R, seg RM and RN are tangent segments drawn which touch the circle at M, N . If OR = 10 cm, radius of the circle = 5 cm, then find (i) the length of each tangent segment (ii) Measure of angleMRO (iii) Measure of angleMRN

In the adjoining figure, O is the centre of the circle. From point R, seg RM and RN are tangent segments drawn which touch the circle at M, N. If OR=10 cm, radius of the circle=5 cm, then find the length of each tangent segment.

O is the centre of the circle QOR is diameter. PQ is tangent to the circle. Given P hat(O)R = 130^(@) . Find O hat(P)Q .