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Outline
2016 MATS3210 Session 2: Conic Sections
Coordinate Treatment of Loci
Conic Sections: Ellipse, Hyperbola and Parabola
(Optional) Exercise on equations of loci
2016 MATS3210 Session 2: Conic Sections
Author:
GeoGebra Institute of Hong Kong
2016 MATS3210 Further Excursions in Geometry and Algebra with GeoGebra Session 2: Conic Sections
Table of Contents
Coordinate Treatment of Loci
Locus: PA = PB
Locus: PA = 2PB
Locus: PA = k PB
Locus: PA + PB = 10 (ellpise)
Locus: PA - PB = 5 (hyperbola)
Ellipse and Hyperbola
Locus: PA = Distance from P to Directrix (Parabola)
Parabola
Assignment
Conic Sections: Ellipse, Hyperbola and Parabola
Definition of an ellipse (Locus)
Intersecting a cylinder and a plane
Movable Dandelin spheres
Fixed Dandelin spheres
Conic Sections
Further Investigation
(Optional) Exercise on equations of loci
Equation of Locus of Problem 1
Piriform: Equation
Egg Curve
Equations of Straight Lines 1
Equations of Straight Lines 2
Equations of Circles 1
Equations of Circles 2
Next
Locus: PA = PB
New Resources
Droste effect
Flip Flop
Construct a Conic
Roman Numerals Bingo
Exploring the Derivative of an Exponential Function
Discover Resources
H.2.7 Intro to Slides
Untitled
Step 6
Rotation Practice
Площадь трапеции
Discover Topics
Isosceles Triangles
Arithmetic
Means
Linear Equations
General Quadrilateral