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If AC and AD are at equidistant from ‘O'...

If AC and AD are at equidistant from ‘O' then

A

AC = CO

B

AD = DO

C

AC = AD

D

AO = AC

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VGS PUBLICATION-BRILLIANT-CIRCLES-EXERCISE
  1. Prove that angle subtended by semicircle is 90^@.

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  2. The point which is at equidistant from the circumference of a circle i...

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  3. If AC and AD are at equidistant from ‘O' then

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  4. Area enclosed by two radii and the arc between them is called

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  5. Angle in the same segment of the circle ……………

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  6. Angle in a minor segment is ……….

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  7. A diameter divides the circle into two

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  8. Let 'O' be the centre of a circle. The distance of chord AB from O is...

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  9. In the figure, if angleC = 60^@ then y =

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  10. Number of points required to describe a circle is

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  11. Number of circles that can be drawn through a given point is

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  12. Number of circles that can be drawn through two non-collinear points i...

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  13. number of circles can be draw through 3 non-collinear points.

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  14. If a quadrilateral is cyclic then it is a

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  15. Angle subtended by an arc at its centre is ‘x^@’ then, angle subtended...

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  16. The perpendicular from the centre of a circle to a chord

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  17. The measure of the angle in a semicircle is

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  18. Angle in the same segment of the circle ……………

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  19. The circle that passes through the vertices of a triangle is called it...

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  20. ABCD is a cyclic quadrilateral then angleA+angleC = ……….

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