Array ( [0] => 14993518 [id] => 14993518 [1] => cswiki [site] => cswiki [2] => 11simplex [uri] => 11simplex [3] => [img] => [4] => [day_avg] => [5] => [day_diff] => [6] => [day_last] => [7] => [day_prev_last] => [8] => [oai] => [9] => [is_good] => [10] => [object_type] => [11] => 0 [has_content] => 0 [12] => [oai_cs_optimisticky] => ) Array ( [0] => V [[geometrie|geometrii]] je '''11simplex''' jedenáctirozměrnou analogií [[Čtyřstěn|tetraedru]]. [1] => [2] => == Objem a obsah 11simplexu == [3] => Následující vzorce udávají, jaký je objem '''11simplexu''', a jeho k-rozměrné povrchy (což je vždy obsah k-rozměrné stěny krát počet těchto stěn) v závislosti na hraně a. [4] => [5] => [6] => V={\sqrt {6} a^{11}\over 1277337600} [7] => [8] => [9] => S_{10D}={\sqrt {11} a^{10}\over 9676800} [10] => [11] => [12] => S_{9D}={11 \sqrt {5} a^{9}\over 967680} [13] => [14] => [15] => S_{8D}={11 \sqrt {9} a^{8}\over 32256} [16] => [17] => [18] => S_{7D}={11a^{7}\over 448} [19] => [20] => [21] => S_{6D}={11 \sqrt {7} a^{6}\over 80} [22] => [23] => [24] => S_{5D}={77 \sqrt {3} a^{5}\over 40} [25] => [26] => [27] => S_{4D}={33 \sqrt {5} a^{4}\over 4} [28] => [29] => [30] => S_{3D}={165 \sqrt {2} a^{3}\over 4} [31] => [32] => [33] => S_{2D}={55 \sqrt {3} a^{2}} [34] => [35] => [36] => S_{1D}={66a} [37] => [38] => [39] => {{polychora}} [40] => [41] => [[Kategorie:Vícerozměrné geometrické útvary]] [] => )
good wiki

11simplex

V geometrii je 11simplex jedenáctirozměrnou analogií tetraedru.

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