Deffination: "An Ellipse is a plane curve that results from the intersection of a cone bye a plane in a way that produces a closed curve".
Below is the example of Ellipse Equation:
In analytical geomentry the ellipe can be described in locus of point bears a constant ratio. The distance form the point is called application of ellipse. Tracing of the Ellipse: `(x^2/y^2) ` + ` (y^2/b^2) ` = 1, a > b Solving.
Below is the example of Ellipse Equation:
In analytical geomentry the ellipe can be described in locus of point bears a constant ratio. The distance form the point is called application of ellipse. Tracing of the Ellipse: `(x^2/y^2) ` + ` (y^2/b^2) ` = 1, a > b Solving.
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