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Apollonius'
Tangency Problem for Three Circles
Illustration with animation and sound.
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Archimedes'
Book of Lemmas:Try to solve the Archimedes'
problems of geometry (High school Level) |
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The Archimedes Palimpsest |
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Arbelos,
Inscribed Circle and Concyclic Points |
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Archimedes: 3.14159 is Close Enough |
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Archimedes Index |
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Blanchet Theorem
|
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Brahmagupta's Theorem
Cyclic quadrilateral.
|
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Butterfly Theorem
Proof.
Puzzle. |
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Butterfly Theorem
Introduction. |
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Carnot's Theorem |
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Casey' s Theorem |
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Ceva's Theorem
Concurrency |
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Circles
|
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Clifford's Circle Chain
Theorems |
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Crop Circles
and Complexity |
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Einstein
and Pythagoras theorem proof
|
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Equilic
Quadrilateral
Five theorems. |
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Equal Incircles Theorem.
Interactive presentation.
|
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Euclid's
Book I, 23 Definitions |
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Euclid's Elements,
Book XIII, Proposition 10 |
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Eyeball Theorem |
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Fagnano's Problem
|
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Feuerbach
Theorem |
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Interactive Feuerbach Points and Nine-Point Circle |
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Geometry Expressions |
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Geometry, table of
contents |
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Gergonne Point
Theorem |
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De Gua's Theorem |
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Johnson Theorem |
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Heron's
Formula.
Key facts and
a purely geometric
step-by-step proof |
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Isogonic-Jacobi Theorem
TracenPoche |
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Kurschak's Tile
and Theorem |
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Langley Theorem.
Adventitious angles. |
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Lemoine Theorem
|
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Lunes
of Hippocrates 1,
2
, 3,
4
|
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Mascheroni Construction with
compass alone. |
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Marion Walter's Theorem
TracenPoche |
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Menelaus'
Theorem. Triangle and
transversal line. |
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Miquel's Pentagram Theorem
Proof |
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Miquel's
Pentagram Dynamic Geometry |
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Monge &
d'Alembert Three Circles Theorem I
Dynamic
Geometry |
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Monge &
d'Alembert Three Circles Theorem II
Dynamic
Geometry |
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Morley's Theorem |
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Morley's Triangle & Center
TracenPoche |
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Nagel Point Theorem
Proof |
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Napoleon's Theorem |
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Newton's
Theorem |
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Newton's
Theorem, Newton-Gauss Line |
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Nine-Point Center,
Nine-Point Circle, Euler Line |
 |
Interactive Orthopole
of a Triangle
TracenPoche |
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Parallelogram&Squares |
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Pascal's Mystic Hexagram
Theorem Proof |
 |
Pentagons and Pentagrams.
Menelaus and Collinearity. |
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Platonic Solids
Interactive animation
|
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Poncelet's Theorem |
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Proposed
Problems about congruence of
line segments, angles, and triangles.
Key Theorems or Facts to know
|
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Proposed
Problem 29,
Geometry Help:
Facts you should know
|
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Proposed
Problem 39.
|
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Proposed
Problem 39 Geometry Help.
|
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Ptolemy's Theorem. |
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Pythagoras Right
Triangles, Formulas and Facts
|
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Pythagoras and Circle Area |
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Cyclic
Quadrilateral: Ratio of the Diagonals
|
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Quadrilaterals Table of
Content |
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Sangaku Theorem
1: Three circles and a tangent line |
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Sangaku
Theorem 2: Cyclic Quadrilateral |
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Sangaku
Problem (An Old Japanese Theorem) |
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Sangaku Problem 41.
"Mickey Mouse." |
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Sawayama -Thebault's
theorem |
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Semiperimeter and Incircle |
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Semiperimeter and
Excircles |
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Semiperimeter, Incircle
and Excircles |
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Seven Circles Theorem
|
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Simson Line |
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Simson Line: Angle |
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Steiner's Theorem |
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Stewart's Theorem |
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100° Isosceles |
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Tessellations Index |
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Three Circles
Theorem
TracenPoche |
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Three
Tangent Circles
Theorem
TracenPoche |
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Triangles
|
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Triangles and
Lissajous Art |
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Triangle with the bisectors of the exterior angles.
Collinearity. |
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Triangle and Squares. 19
theorems, visual illustrations. |
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Triangle and Squares 18
Sangaku Problem |
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Triangle and Squares 19 |
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Triangle&Squares 0
Two squares |
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Triangle&Squares 1
Two squares |
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Triangle&Squares 2
Two squares |
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Triangle&Squares 3
Three squares |
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Triangle with Squares 4
Finsler-Hadwiger Theorem |
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Triangle with Squares
5: Median and Altitude |
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Triangle
with Squares 6: Four squares |
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Triangle Centers |
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Van Aubel's Theorem |
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Adjacent Angles |
 |
Varignon & Wittenbauer |