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Property: If a straight line is drawn from any point of the asymptote in such a way that it is perpendicular to the transverse axis, then the product of the segments of this line intercepted between the point and the curve is always equal to the square of the semi conjugate axis. Please explain this property to me with the help of a diagram.

Property: If a straight line is drawn from any point of the asymptote in such a way that it is perpendicular to the transverse axis, then the product of the segments of this line intercepted between the point and the curve is always equal to the square of the semi conjugate axis.
 
Please explain this property to me with the help of a diagram.

Grade:12

1 Answers

Vikas TU
14149 Points
7 years ago
 
Property: If a straight line is drawn from any point of the asymptote in such a way that it is perpendicular to the transverse axis, then the product of the segments of this line intercepted between the point and the curve is always equal to the square of the semi conjugate axis.
 

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