OA, OB are the radii of a circle with 0 as centre, the angle AOB = \[120{}^\circ \]. Tangents at A and B are drawn to meet in the point C. If OC intersects the circle in the point D, then D divides OC in the ratio of

OA, OB are the radii of a circle with 0 as centre, the angle AOB = \[1

1.	OA, OB are the radii of a circle with 0 as centre, the angle AOB = \[120{}^\circ \]. Tangents at A and B are drawn to meet in the point C. If OC intersects the circle in the point D, then D divides OC in the ratio of
A.	1 : 2
B.	1 : 3
C.	1:1
D.	2 : 3
Answer» D. 2 : 3

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OA, OB are the radii of a circle with 0 as centre, the angle AOB = \[120{}^\circ \]. Tangents at A and B are drawn to meet in the point C. If OC intersects the circle in the point D, then D divides OC in the ratio of

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