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A circle C whose radius is 1 unit, thuches the x-axis at point A. The centre Q of C lies in first quadrant. The tangent from origin O to the circle touches it at T and a point P lies on it such that Delta OAP is a right angled triangle at A and its perimeter is 8 units. If tangent OT cuts the two parallel tangents (one of them is OA) at O and R, then equation of circle circumscribing the Delta ORQ is |
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Answer» `X ^(2) +y ^(2) - sqrt3 x - y=0` |
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