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Parabola and hyperbola are two sections of a cone. You can understand these differences in a mathematical, conceptual design or understand them in a very simple way which is not only for mathematicians but very convenient for all to understand. The article below will try to explain these differences between Parabola and Hyperbola in a very simple way.
Where a cone is cut by a plane, the obtained section is called a conic section. Conic sections can possibly be circles, ellipses, hyperbolas, or parabolas depending upon the angle of intersection between the cone’s axis and the plane. Both the parabolas and the hyperbolas are open curves, which means that the arms or branches of the curves continue to be infinite. Parabola And hyperbola are not closed curves like a circle or an ellipse.
Parabola and Hyperbola
In your mathematics class, you might be struggling with the topics like Parabola and Hyperbola. You might also be confused between them. This article will brief you about these topics and the difference between Parabola and Hyperbola.
