1.

Two chords of a circle, of lengths 2a and 2b are mutually perpendicular. If the distance of the point, at which the chords interect, from the centre of the circle is c (c lt radius of the circle), then the radius of the circle is :

Answer»

`sqrt((a^(2) + B^(2) + C^(2))/(2))`
`(sqrt(AB))/(c)`
a + b - c
`(sqrt(a^(2) + b^(2) - c^(2)))/(2)`

ANSWER :A


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