Answer:
6 small red triangles
3 small white triangles
3 medium red triangles with a small white triangle center
1 large triangle with 3 small triangles in the center
———————————————————–
total = 13
Answer:
6 small red triangles
3 small white triangles
3 medium red triangles with a small white triangle center
1 large triangle with 3 small triangles in the center
———————————————————–
total = 13
These pointers discuss triangles and their higher-dimensional generalizations (simplices). I am particularly interested in triangulation by which I mean partitioning regions into triangles, tetrahedra, or higher dimensional simplices, for various applications including finite element mesh generation and surface interpolation. (The other meaning of triangulation involves determining locations and distances from certain measurements.) For more material on the first type of triangulation, see the mesh generation section of Geometry in Action or the list of my own triangulation papers. For other kinds of partitions, see the page on dissection.