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A circle of maximum area is inscribed inside an ellipse. If p is the probability that a point within the ellipse chosen at random lies outside the circle, then the eccentricity of the ellipse is A.√(1-p) B. √{1-(1-p)2} C. √(1-p2) D.√{(1+p)2-1} |
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Answer» A circle of maximum area is inscribed inside an ellipse. If p is the probability that a point within the ellipse chosen at random lies outside the circle, then the eccentricity of the ellipse is A.√(1-p) B. √{1-(1-p)2} C. √(1-p2) D.√{(1+p)2-1} |
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