1. If two circles do not touch or intersect each other, the number of common tangents between them is—?
(a) 2 (b) 1 (c) 3 (d) 4
2. If two circles do not touch or intersect each other, the number of common tangents between them is
(a) 2 (b) 3 (c) 4 (d) 1
3. If two circles do not intersect or touch each other, then a maximum of _____ common tangents can be drawn between them.
4. If two circles do not touch or intersect each other, there can be a maximum of ______ common tangents.
5. If two circles neither intersect nor touch each other, the maximum number of common tangents that can be drawn to them is _________.
6. If two circles neither intersect nor touch each other, a maximum of 4 common tangents can be drawn.
7. Two identical circles, each with a radius of 10 cm, intersect each other, and the length of their common chord is 12 cm. Find the distance between the centers of the two circles.
8. Two identical circles, each with a radius of 13 cm, intersect each other, and the length of their common chord is 10 cm. What is the distance between the centers of the two circles?
9. If two circles touch each other internally, the number of common tangents will be –
(a) 1 (b) 2 (c) 3 (d) 4
10. Two circles intersect each other. The radius of each circle is 10 cm. The length of the common chord is 16 cm. Find the distance between the centers of the two circles.
11. If two circles touch each other externally, the number of common tangents will be 3.
12. Two equal circles, each with a radius of 10 cm, intersect, and the length of their common chord is 12 cm. Determine the distance between the centers of the circles.
13. If two circles are externally tangent to each other, the maximum number of common tangents is _____.
14. Two identical circles, each with a radius of 10 cm, intersect, and the length of their common chord is 12 cm. Determine the distance between the centers of the two circles.
15. Two equal circles, each with a radius of 10 cm, intersect each other. The length of their common chord is 12 cm. Find the distance between their centers.
16. If two circles touch each other externally at point A, and the number of direct common tangents is \(= x\), and the number of transverse common tangents is \(= y\), then \(x - y =-----\).
