Practice Questions on Conic Sections
Q1: For a hyperbola with vertices (±2, 0) and foci at (±3, 0). Find the equation of the hyperbola.
Q2: Find the equation of the parabola with vertex at origin and focus at (2, 0).
Q3. Find the equation of circle with radius 5 units and center at (1, 1).
Q4. Find the equation of circle with end points of diameter to be (2, 3) and (-4, 6).
Conic Sections
Conic Sections in Geometry: Conic Sections also called the section of the cone are the curves that are formed by the intersection of a plane and a cone. Thus, the name Conic Sections because they are the section of a cone. By the intersection of a cone with a plane, we formed four different types of conic sections namely,
- Circle
- Parabola
- Hyperbola
- Ellipse
In this article, we have covered What are Conic Section, Conic Section Formulas, Equations of Conic Sections, and others in detail.
Table of Content
- What are Conic Sections?
- Conic Sections Definition
- Generated Conic Sections(Sections of Cone)
- Conic Section Circle
- Conic Section Ellipse
- Conic Section Parabola
- Conic Section Hyperbola
- Focus, Eccentricity and Directrix of Conic Section
- Focus
- Directrix
- Eccentricity
- Conic Sections Parameters
- Conic Section Formulas
- Types of Conic Sections
- Circle
- Parabola
- Hyperbola
- Ellipse
- Standard Form of Conic Sections
- Conic Sections Equations
- Conic Sections in Real Life
- Conic Sections Examples
- Conic Sections Class 11
- Practice Questions on Conic Sections