Polyhedron Models for the ClassroomNational Council of Teachers of Mathematics, 1966 - 43 páginas |
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Introduction | 1 |
Prisms Antiprisms and Other Polyhedra | 9 |
Other Stellations or Compounds | 21 |
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12 pentagons 15 triangles 20 triangles 36 degrees ancient beauty cells cement clamps Classroom color arrangement complete model compound of five counterclockwise counterparts CUBOCTAHEDRON decagons described equilateral triangle FACETED facial planes Felix Klein Figure 20 Figure 33 five colors five octahedra five Platonic solids five tetrahedra five vertices five-pointed star folded following the color form a cube FOUR KEPLER-POINSOT SOLIDS G 8 hexagons geometry H. S. M. Coxeter ICOSIDODECAHEDRON interesting intersecting isosceles triangle J. C. P. Miller let it set linear dimensions mathematics monograph nets octagonal star paper parallel planes points numbered Polyhedron Models prick principle of stellation QUASITRUNCATED rangement RHOMBICOSIDODECAHEDRON RHOMBICUBOCTAHEDRON score set firmly shown in Figure six colors six vertices small stellated dodecahedron SNUB CUBE SNUB DODECAHEDRON star arms star polygons stella octangula stellated forms technique thirteen Archimedean solids triangle numbered triangles G trihedral dimple trihedral vertices TRUNCATED ICOSAHEDRON TRUNCATED OCTAHEDRON TRUNCATED TETRAHEDRON uniform polyhedra