# Math Course Help With Eccentric angle

## 7.6.7 Eccentric angle:

When a perpendicular(PN) to the ellipse is so produced that it touches the auxiliary circle at some point (Q), then the angle thus produced ( NOQ) is called the Eccentric angle.

The ordinates of any point P on an ellipse and its corresponding point Q on its auxiliary circle are in constant ratio. i.e.

y1 ‗ b ‗ a √(1 – e^{2}) = √(1 – e^{2})

y2 a a

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### Following are some of the topics in Conic Sections-Parabola, Hyperbola And Ellipse in which we provide help:

- Introduction To Conic Sections
- Eccentricity
- Parameters Of Conic Section
- Parabola
- Forms Of Parabola
- General Equation Of Parabola
- Position Of A Point With Respect To Parabola
- Equation Of A Tangent And Normal At A Point
- Condition Of Tangency
- Point Of Contact Of A Line And A Parabola
- Ellipse
- Ellipse Properties

- Vertical Form Of Ellipse
- General Equation Of Ellipse
- Position Of A Point With Respect To An Ellipse
- Eccentric Angle
- Equations Of Tangent And Normal To An Ellipse
- Condition Of A Line To Touch An Ellipse
- Hyperbola
- Forms Of Hyperbola
- General Equation Of Hyperbola
- Tangent And Normal At A Point On Hyperbola
- Intersection Of A Line And Hyperbola
- Equation Of A Tangent From A Point Outside The Hyperbola

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