科目:幾何作圖

教師:全任重

學號:102021161

學生:關曉恩


※所用軟體 為Cabri 3D※下載網址

※Using software is Cabri 3D. ※Download website


1.安裝完後,便可觀看和瀏覽以下檔案。

2.開啟Cabri 3D後,如想知曉製圖過程。點擊F11可開啟製圖流程觀看。※註:請先開啟 F8,點選顯示隱藏物件。


Animation of Rhombic Polyhedron with 132 Rhombic faces
Animation of Rhombohedron
Dual For Cube
Icosidodecahedron
Rhombic Dodecahedron
rhombic icosahedron in regular octahedron in regular tetrahedron in cube in rhombic dodecahedron

Rhombic Triacontahedron

Rhombic Dodecahedron By Half-sphere
Rhombic Dodecahedrons in Icosahedron
Rhombohedrons in Dodecahedron

Triangular Cupola

Square cupola  
Great Rhombicuboctahedron Small Rhombicuboctahedron
Samll Rhombicosidodecahedron

Great Rhombicosidodecahedron

Dodecahedron by Icosahedron Tetrahedron 5-Compound
Octahedron 5-Compound Variations of Deltoidal Hexecontahedrons 5 Cube inside Regular Dodecahedron
Continuous Decompositions of a Cube into Six Congruent Parts
Continuous Patterns on Dodecahedron Projected by the Cube
Regular Dodecahedron Inside Cube
Regular Octahedron Inside Cube
The Large Regular Dodecahedron Contain A Cube
The Large Regular Octahedron Contain A Icosahedron
The Large Regular Tetrahedron Contain A Icosahedron
Tetrahedron Projected on Cube Tetrahedron Projected on Regular Tetrahedron
Shadow of a Cube Cast on Rhombic Dodecahedron
Cube Projected on Regular Dodecahedron Deltoidal Hexecontahedron
Deltoidal Icositetrahedron
Tight Kaleidocyle Kaleidocycles-4
Kaleidocycles-5 Asymmetric Kaleidocycle

Inspired by Paper Folding

Kaleidocycle with Asymmetric Polyhedrons Jitterbug
A Ellipse in 3-Dimensional Space
A Parabola in 3-Dimensional Space
Common Tangent Cones of Three Spheres
Two Perspetive Quadrilaterals Having One Point in Common
Three-Circle Theorem on Sphere
Steiner Porism
Steiner Porism II
villarceau circles-12
Four Circles Tangent to Two Intersecting Circles
Triangle Torus and Tangent
villarceau circles
A Chain of Four Circles Each Tangent to Two Fixed Intersection Circles
Pappus's Hexagon Theorem on Sphere
 
20 Inscribed Circles of Faces of Icosahedron Inverted

Cricles Inscribed on Faces of Dodecahedron Inverted

Inversion of Inscribed Circles of Faces of Great Rhombicuboctahedron
 

Inversion of Inscribed Circles of Faces of Octahedron

Inversion of Inscribed Circles of Faces of Pentagonal Cupola

24 Circles on the Same Plane, Each Touching Four Others

Cube and Octahedron Exchange

Inversions of Incircles of Faces of Octahedron

Inversions of Incircles of Faces of Triangular Cupola