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Outline
The Circles of Lester, Evans, Parry, and Generalizations
Basics
Fermat Points
Kiepert Point
The First Lester Circle
The Symmedian and Isodynamic Points
The Circles of Lester, Evans, Parry, and Generalizations
Author:
Steve Phelps
Topic:
Circle
The Circles of Lester, Evans, Parry, and Their Generalizations From Paul Yiu's MathFest presentation in 2008
Table of Contents
Basics
Basic Triangle Centers
Fermat Points
Fermat Point and Negative Fermat Point
Fermat Point and the Orthocentroidal Circle
Fermat Points and the Centroid
Fermat Points and the Orthocenter
Circle Through the Fermat Points
Kiepert Point
The Kiepert Point (Perspector) and Kiepert Triangle
Kiepert Hyperbola
Points on Kiepert Hyperbola
Circles Through Fermat Point & Kiepert Hyperbola
The First Lester Circle
The First Lester Circle
The Symmedian and Isodynamic Points
Inverses and Orthogonal Circle
Next
Basic Triangle Centers
New Resources
Approximating the Length of Curves in 3D
Pythagorean theorem illustration 2
Horizontal space
Constructing Circumcircle
x and f(x)
Discover Resources
Triangle given two angles and the included side (ASA)
SQUARE(Jackie Senkosky)
Perpendicular Bisector of a Triangle Activity
Transformation to Sine and Cosine Functions
Hexagon
Discover Topics
Polygons
General Quadrilateral
Linear Functions
Stochastic Process or Random Process
Natural Numbers
