Triangles: Theorems and Problems 33
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Interactive
Orthopole of a Triangle: Using
TracenPoche Dynamic Geometry Software,
Online Step-by-Step construction, manipulation, and animation. |
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Proposed Problem 70: Squares inscribed in a triangle, Similarity.
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Morley's Triangle & Center: with interactive animation and
manipulation.
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Schiffler Point: Four Euler Lines with interactive animation and
manipulation.
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Proposed Problem 69: Square inscribed in a triangle, Similarity.
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Proposed Problem 68: Triangle, Incircle, Inradius, Tangent, Similarity.
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Proposed Problem 67: Triangle, Circumcircle, Angles, Cyclic
Quadrilateral.
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Van Aubel's
Theorem II: Triangle and Cevians.
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Proposed Problem 66: Triangle, Excircle, Tangents, Geometric Mean.
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Feuerbach Points and Nine-Point Circle with interactive
animation, manipulation, and step-by-step construction. |
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Proposed Problem 65: Right Triangle, Mindpoints. |
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Proposed Problem 64: Triangle, Incircle, Transversal. |
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Machu
Picchu and Sierpinski Triangle.
Equilateral |
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Machu Picchu
and Sierpinski Tunel Effect. |
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Proposed Problem 61: Triangle,
Trisection of Sides |
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Proposed Problem
87. Area of Quadrilaterals and Midpoints of Diagonals. |
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Intouch and Extouch Triangles.
Puzzle cut: 20 Piece Classic
Based on Proposed Problem 86. |
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Proposed Problem
86. Intouch and Extouch Triangles, Areas. |
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Puzzle:
Marion Walter's theorem. Puzzle cut: 12 Piece ZigZag
Based on
Marion Walter's theorem |
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Contact Triangles. Puzzle cut: 22 Piece Polygons
Based on Proposed Problem 85. |
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Proposed Problem
85. Contact Triangles Areas, Incircle, Excircle. |
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Proposed Problem
84. Contact Triangles Areas, Incircle, Excircle, Inradius, Exradius. |
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Proposed Problem
83. Area of the Excircle Contact
Triangle, exradius, circumradius. |
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Proposed Problem
82. Area of the Contact
Triangle,
inradius, circumradius. |
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Proposed Problem
81. Area of a triangle,
side, inradius, circumradius. |
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Proposed Problem
80. Area of a triangle,
side, incircle, inradius. |
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Proposed Problem
79: Triangle.
Similarity, Altitudes, Orthocenter, Incircles, Inradii. |
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Newton's
Theorem, Newton-Gauss Line: Complete quadrilateral theorem. Using
TracenPoche Dynamic Geometry Software,
Online Step-by-Step construction, manipulation, and animation. |