DOCSLIB.ORG
Explore
Sign Up
Log In
Upload
Search
Home
» Tags
» Fermat point
Fermat point
Investigating Centers of Triangles: the Fermat Point
On the Fermat Point of a Triangle Jakob Krarup, Kees Roos
Mathematical Gems
IX Geometrical Olympiad in Honour of I.F.Sharygin Final Round. Ratmino, 2013, August 1 Solutions First Day. 8 Grade 8.1. (N
From Euler to Ffiam: Discovery and Dissection of a Geometric Gem
Concurrency of Four Euler Lines
Equilateral Triangles Formed by the Centers of Erected Triangles
A Note on the Anticomplements of the Fermat Points
MYSTERIES of the EQUILATERAL TRIANGLE, First Published 2010
The Fermat Point Aild the Steiner Problem J.N
Heptagonal Triangles and Their Companions Paul Yiu Department of Mathematical Sciences, Florida Atlantic University
On Viviani's Theorem and Its Extensions
Topics in Elementary Geometry
Using a Hands-On Activities Based Approach in Geometry
Harcourt Mathematics 12
Some Equilateral Triangles Perspective to the Reference Triangle ABC
Arxiv:Math/0002004V2
From MC Escher's Hexagonal Tiling to the Kiepert
Top View
Lester Circles
Fermat Point Extension ¡ Locus, Location, and Local Use
Leversha Triangles and Leversha Points
On the Fermat Point of a Triangle
99 Points of Intersection 99 Points of Intersection Examples—Pictures—Proofs Examples—Pictures—Proofs HANS WALSER HANS WALSER
Paul Yiu's Introduction to the Geometry of the Triangle
Arxiv:1712.07966V1 [Math.MG] 18 Dec 2017 1 Introduction
Fermat Point
On the Inconsistency Between Fermat Point and Fermat Least Time Principle
Fermat Point
Midpoint of Symmedian Chord
Some New Theorems in Plane Geometry
Introduction to the Geometry of the Triangle
Lester's Circle
Arxiv:1802.03543V1
The Locations of Triangle Centers
CHARMING PROOFS a Journey Into Elegant Mathematics
Degree of Triangle Centers and a Generalization of the Euler Line
From the Fermat Point to the De Villiers Points of a Triangle Michael De Villiers University of Kwazulu-Natal
[email protected]
Barycentric Coordinates
Some New Equilateral Triangles in a Plane Geometry
IJESIT201403 10.Pdf
Geometry of the Triangle
Notable Circles
The Distance Between the Circumcenter and Any Point in the Plane of the Triangle