Q1. If angle subtended by arc is 50° at center, at circumference it is:
Q2. If tangent length is √(OP² − r²), OP is:
Q3. A line touching the circle at exactly one point is a:
Q4. If a tangent meets circle at A, OA ⟂ tangent. Here O is:
Q5. Two radii always form:
Q6. If AB is diameter, then angle ACB =
Q7. If chord AB = chord CD, then arc AB and arc CD are:
Q8. Two circles touch internally. Distance between centers =
Q9. If two tangents from point P touch circle at A and B, then:
Q10. A tangent never: