In the diagram, PQ and QR are tangents to the circle with centre O, at P and R respectively. Find the measure of x.

In the figure QR is a common tangentogiven circles which meets the tangentTP at P. If QP = 3.8 cm, the length o1QR is

In the given figure, RQ is a tangent to the circle with centre O. If SQ = 6 cm and QR = 4 cm, then OR is equal to

A chord PQ is produced to R so that QR = r (radius of the circle). Through R, the diameter AB is drawn cutting the circle in A and B such that arc BP = x.arc AQ then find the value of x.

n this figure, MQ and MP are two tangents to the circle with centre O. Question promptWhat is the value of x?Question response areaSelect one option15304560

In the diagram, P QR is a line segment, ∠P QS = 125◦,∠QSR = x◦, and SQ = SR. What is the value of x?(A) 60 (B) 70 (C) 80(D) 110 (E) 125