Kiliagon
chiliagon mau | |
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ʻAno | ʻO polygon maʻamau |
Nā kihi a me nā piko | 1000 |
Hōʻailona Schläfli | {1000}, tt{500}, tt{250}, ttt{125} |
Nā kiʻi Coxeter-Dynkin |
Eia, He aha ke ʻano o ka ʻaoʻao 9999? He aha kāu e kapa ai i ka polygon ʻaoʻao 9999? He nonanonacontanonactanonaliagon.
He pōʻai anei ʻo Apeirogon? No laila, ʻo ka hopena he apeirogon me he pōʻai lā ma ka nānā ʻana i ke geometry o nā ʻano. No ka mea he palena ʻole kekahi mea, ʻaʻole hiki ke hoʻoholo ʻia ka waiwai e like me ka kokoke a i ʻole ka pili ʻana i kahi pōʻai. No laila, hiki iā ʻoe ke ʻōlelo e pili ana ia i kahi pōʻai mai ka waiwai pili ʻole.
Hoʻohui He mau ʻaoʻao pau ʻole ka pōʻai? ʻOi aku ka maikaʻi o ka ʻōlelo ʻana a ʻO ka pōʻai he nui loa nā kihi ma mua o nā ʻaoʻao he nui ʻole (ʻoiai ʻaʻole kēia he nīnau i nīnau pinepine ʻia). … ʻO kēlā me kēia kiko ma ka palena o ka pōʻai he wahi ʻoi loa ia, no laila he ʻoiaʻiʻo he nui loa ka pōʻai.
ʻO wai ka polygon ka nui o nā ʻaoʻao? I ka geometry, kahi myriagon a i ʻole 10000-gon he polygon me nā ʻaoʻao 10,000.
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Myriagon.
Myriagon maʻamau | |
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He myriagon mau | |
ʻAno | ʻO polygon maʻamau |
Nā kihi a me nā piko | 10000 |
Hōʻailona Schläfli | {10000}, t {5000}, tt {2500}, ttt {1250}, tttt {625} |
He aha ke ʻano nui?
I ke geometry, a myriagon gula 10000-gon he polygon me nā ʻaoʻao 10,000.
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Myriagon.
Myriagon maʻamau | |
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He myriagon mau | |
ʻAno | ʻO polygon maʻamau |
Nā kihi a me nā piko | 10000 |
Hōʻailona Schläfli | {10000}, t {5000}, tt {2500}, ttt {1250}, tttt {625} |
He pōʻai anei ka myriagon? ʻO ka myriagon, he polygon me nā ʻaoʻao he ʻumi tausani, a ʻaʻole hiki ke ʻike maka ʻia mai ka pōʻai.
He aha ke ʻano o ka inoa ʻoi loa?
Rhombicosododecahedron | |
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E hoʻomaopopo ' | U 27 , C 30 ,W 14 |
Nā Kuleana | Convex Semiregular |
Nā helehelena kala | 3.4.5.4 (kiʻi Vertex) |
Hexecontahedron Deltoidal (pālua polyhedron) | Net |
He aha ke ʻano me 100000 ʻaoʻao?
Megagon
Megagon maʻamau | |
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Nā kiʻi Coxeter-Dynkin | |
Pūʻulu Symmetry | Hale Pule Nui (D 1000000 ), kauoha 2 × 1000000 |
Kihi kūloko (kekelē) | 179.99964 ° |
Nā Kuleana | Convex, cyclic, equilateral, isogonal, isotoxal |
He aha ka polygon he mau aoao pau ole? I ka geometry, he apeirogon (mai nā huaʻōlelo Helene “ἄπειρος” apeiros: “palena ʻole”, a me “γωνία” gonia: “angle”) a i ʻole polygon palena ʻole he polygon nui me ka helu ʻole o nā ʻaoʻao. ʻO Apeirogons ka hihia ʻelua-dimensional o polytopes palena ʻole.
He aha ke ʻano o ka ʻaoʻao 100 i kapa ʻia?
Ua kapa ʻia kahi polygon ʻaoʻao 100 he ʻekekona.
He aha ke ʻano o ka ʻaoʻao 1 miliona? Megagon
Megagon maʻamau | |
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He megagon mau | |
ʻAno | ʻO polygon maʻamau |
Nā kihi a me nā piko | 1000000 |
Hōʻailona Schläfli | {1000000}, t{500000}, tt{250000}, ttt{125000}, tttt{62500}, ttttt{31250}, tttttt{15625} |
Loaʻa nā ʻaoʻao o nā cylinders?
ʻOiai ʻelua mau maka o ka puʻukū, ʻaʻole hui nā maka, no laila ʻaʻohe ʻaoʻao a poʻo.
He 0 na aoao o na poai?
ʻAʻohe ʻaoʻao o ka pōʻai. Pono ka ʻaoʻao i ʻelua mau kiko hope ʻokoʻa i hui ʻia me kahi laina pololei. No ka pōʻai, ʻaʻole loa kēia. Loaʻa iā ia nā kiko pau ʻole, e like me nā laina pololei akā ʻaʻole ʻelua mau kiko ʻokoʻa i like ko lākou laina hui me ka pōʻai.
He aha ka mea nui ma mua o ka dodecahedron? Ma ka geometry, ʻo ka rhombicosidodecahedron kahi paʻa Archimedean, ʻo ia kekahi o nā mea paʻa nonprismatic convex convex i kūkulu ʻia i ʻelua a ʻoi aʻe paha o nā alo polygon maʻamau. He 20 mau maka huinakolu mau, 30 maka huinahalike, 12 alo pentagonal mau, 60 piko, a me 120 aoao.
He aha ke kinona me 1 biliona ʻaoʻao i kapa ʻia? ʻO kahi gigagon he polygon dimensional ʻelua me hoʻokahi ʻaoʻao biliona. Loaʻa iā ia ka hōʻailona Schläfli.
He aha ke ʻano me nā ʻaoʻao 1 trillion?
I ka teragon he polygon me 1 trillion ʻaoʻao, he hōʻailona Schläfli kona.
He aha ke ʻano kakaʻikahi? Diamond. ʻO ka helehelena daimana ʻO ia ke ʻano kakaʻikahi o nā helehelena, a ua wehewehe ʻia e ka lae haiki, ka iwi papalina ākea a me ka ʻauwae haiki. ʻOi aku ka liiki o nā helehelena daimana ma ka laina o ka maka a me ka laina auwae, me nā iwi papalina kiʻekiʻe.
He rhombikosidodecahedron ka honua?
He 20 maka huinakolu mau, 30 maka huinahalike, 12 alo pentagonal mau, 60 piko a me 120 aoao. ʻAʻohe o ia mau mea i ka Honua. ʻO nā ʻāpana o ka Honua he ʻekeʻe, ʻaʻole pālahalaha a hui ʻia. ʻO ka mea mua, ʻaʻole ia he rhombicosidodecahedron.
He aha ke ano H? ʻO Balbis. ʻO ka leka H he laʻana o ka mea i kapa ʻia he 'balbis'. ʻO ka balbis kahi laina pololei me ʻelua mau laina pololei ʻē aʻe e hui pū me ia ma nā kihi ʻākau.
He aha ka ʻano i kapa ʻia he ʻaoʻao piliona?
ʻO kahi gigagon he polygon dimensional ʻelua me hoʻokahi ʻaoʻao biliona. Loaʻa iā ia ka hōʻailona Schläfli.
Aia kekahi ʻano ʻaoʻao palena ʻole? I ka geometry, he apeirogon (mai nā huaʻōlelo Helene “ἄπειρος” apeiros: “palena ʻole”, a me “γωνία” gonia: “angle”) a i ʻole polygon palena ʻole he polygon nui me ka helu ʻole o nā ʻaoʻao. ʻO Apeirogons ka hihia ʻelua-dimensional o polytopes palena ʻole.
Aia kekahi ʻano ʻaoʻao 2?
I ke geometry, he digona he polygon me nā ʻaoʻao ʻelua (mau ʻaoʻao) a me ʻelua piko. … Ua like nā kihi ʻelua o ka digon maʻamau a ua like nā ʻaoʻao ʻelua a ua hōʻike ʻia e ka hōʻailona Schläfli {2}.