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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
저자:
Steve Phelps
주제:
원
The Circles of Lester, Evans, Parry, and Their Generalizations From Paul Yiu's MathFest presentation in 2008
목차
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
다음
Basic Triangle Centers
새 자료
函數的單調性
函數的奇偶性
Nikmati Keunggulan Di Bandar Judi Terpercaya
montecarlo circles 1
רישום חופשי
자료 찾기
Untitled
Collision of two particles
vertical angles
HKDSE M2 PP
CO flag
주제 찾기
평면 도형
자연수
곡선 개형
유리수
둘레
