Conic Sections | GeoGebra Book
Explore interactive GeoGebra applets for conic sections. Visualize circles, ellipses, parabolas, and hyperbolas to master analytic geometry concepts.
Contents
4B-144: Conic Sections
Conic Sections: Plane-Cone Intersection with Dandelin Spheres
Conic Sections and Parallelogram Theorem
Two Tangent Lines to a Parabola and Their Geometric Properties
Parabola: Tangents and Midpoints of Chords
Projectile Motion Trajectory and Parameter Analysis
Envelope of a Parabola: Geometric Construction
Parabolic Trajectory of a Particle
Dandelin Spheres Model of a Parabola
Ellipse: Controlling Size via Vertices and Foci
Parametric Equation of an Ellipse
Geometric Construction and Properties of Ellipse and Slope
Envelope: Geometric Construction of an Ellipse
Geometric Construction and Inequality Representation of the Intersection of Two
Intersection of Two Ellipses and Polygon Construction
Square Centered at the Focus of an Ellipse: Construction and Optimization
Geometric Construction and Optical Properties of Ellipse Locus
Geometric Construction and Demonstration of Ellipse Locus
Elliptical Locus of a Circle Tangent to Two Given Circles
Ellipse Locus: Center of a Circle Tangent to Two Fixed Circles
Elliptical Locus: Trammel of Archimedes
Interactive Hyperbola Geometry and Parameter Control
Exploring Hyperbolas and Tangent Slopes
Envelope: Geometric Construction of a Hyperbola
Geometric Construction of Hyperbola Locus (1)
Hyperbola Geometric Properties and Construction Template
Constant Parallelogram Area Property of Hyperbola
Locus of Conic Sections: Center of Circle Tangent to a Fixed Circle and Passing
Locus of Center of Circle Tangent to Given Circle Through Interior Point
Locus of the Midpoint of Two Moving Points on Two Circles
Exploring Possible Positions of Point P Given the Area and Perimeter of Triangle
Ellipse with Foci at (6,0) and (0,8)
Exploring Ellipse and Hyperbola with Common Foci
Parameter Exploration of Bivariate Quadratic Inequality x²+2xy+y²+5x+ay+b>0
Intersection of a Parabola and a Line
Bounding Box Construction for an Ellipse