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Outline
100 Great Problems - Supplement
The Secant Theorem
Heron's Formula, Geometric Proof
Medians and the Centroid
Triangle Inscribed in a Circle
Inscribe a circle in a triangle.
A quadrilateral inscribed in a circle
Tangents from point to circle
The Diagonals of Trapezoid
Inscribe a chord in a given arc of a circle
Draw the sine squared of an angle
Chordal: Points with equal tangents to two circles
Draw a Chordal (Power Line)
Similarity points
Pole and Polar 1
Pole and Polar 2
Pappus' Theorem
Pappus' Theorem 2
Malfatti: Trig supplement
Tangent circles, differential
Appolonius, Differential Solution I
Ruslan and Ludmila
Cycloids and the Rolling Circle
The Parabola: Focal angle of intersecting tangents
Parabola from Four Tangents
I am a rhombus
Rhombus & Circle, 2
100 Great Problems - Supplement
Author:
Ryan Hirst
A collection of theorems and constructions used in the proofs for
100 Great Problems
:
http://www.geogebratube.org/material/show/id/73813
which accompany the book by Heinrich Dorrie.
The Secant Theorem
Heron's Formula, Geometric Proof
Medians and the Centroid
Triangle Inscribed in a Circle
Inscribe a circle in a triangle.
A quadrilateral inscribed in a circle
Tangents from point to circle
The Diagonals of Trapezoid
Inscribe a chord in a given arc of a circle
Draw the sine squared of an angle
Chordal: Points with equal tangents to two circles
Draw a Chordal (Power Line)
Similarity points
Pole and Polar 1
Pole and Polar 2
Pappus' Theorem
Pappus' Theorem 2
Malfatti: Trig supplement
Tangent circles, differential
Appolonius, Differential Solution I
Ruslan and Ludmila
Cycloids and the Rolling Circle
The Parabola: Focal angle of intersecting tangents
Parabola from Four Tangents
I am a rhombus
Rhombus & Circle, 2
Next
The Secant Theorem
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Untitled
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