Parabola and hyperbola are open curves of
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Both hyperbolas and parabolas are open curves; in other words, the curve of parabola and hyperbola does not end. It continues to infinity. But in case of the circle and ellipse, the curves are closed curves.
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A parabola is an open curve having one focus and directrix, whereas a hyperbola is an open curve with two branches having two foci and directrices. On the other hand, a hyperbola is formed when the plane intersects a cone along its perpendicular height. The equation for a parabola is y = ax².
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