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Find the equation to a circle of radius r which touches the axis of y at a point distant h from the origin, te centre of the circle being in the positive quadrant. Prove also that the equation to the other tangent which passes through the origin, is, (r 2 -h 2 )x+2rhy=0.

Find the equation to a circle of radius r which touches the axis of y at a point distant h from the origin, te centre of the circle being in the positive quadrant. Prove also that the equation to the other tangent which passes through the origin, is, (r2-h2)x+2rhy=0. 

Grade:11

1 Answers

Saurabh Koranglekar
askIITians Faculty 10341 Points
11 months ago
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