Question

This adjective describes spaces in which any closed subset C and any point not in C can be separated by neighborhoods. Kolmogorov (0[1])spaces described by this adjective are Hausdorff (0[1])because they obey the separation (0[1])axiom T3. n-dimensional objects described by this adjective are determined by length-n-minus-one Schläfli symbols. (0[2])Symmetries of objects (20[1])described by this adjective compose dihedral (0[1])groups. (20[1])Uniform (20[1])(*) tilings consist of shapes (10[1])described (10[2])by this (10[1])adjective. (10[6]0[3])The (10[1])golden (0[2])ratio (0[1])gives the diagonal-to-side length ratio (0[1])of pentagons (10[1]0[1])described (10[1])by (10[1]0[1])this (10[1])adjective. (10[6]0[1])For 10 points, (10[1])give this adjective (10[1])that describes the faces of platonic solids, which are (10[1])polygons (10[1]0[1])whose angles and side lengths (10[1])are all equal. (10[1])■END■ (10[9]0[3])

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