八面体图片展开图
![以上是透视,展开和立体图.](https://imgs.wantubizhi.com/img/ADDA3C5D760C6828B77B505A29D43E83305138E2F90FA67D495E502A21633295032748B1DA4E5A8FB2069D1B37711D828FE34EB3D1E834CC86A8D87F4E9C0DEF2C4F862DE88494EDAF3E8609E913C66231733AC0ACAC57DA5240CEAF1FA11517)
以上是透视,展开和立体图.
图片尺寸550x267![陕西省考考试行测答题技巧解读正八面体](https://imgs.wantubizhi.com/img/735A5D1F980B52A636CC46F12F2D1A73EEE11B6F845C382D18C6B73EBD1943CFFFEA3317306AC96F070686CCE841F966907CB487EE40B851D7977CE4F7C1B90986C14EF97C1C859AC0677D8E79541F94E254F0FEEDE814F6A2BE76900E1782DC)
陕西省考考试行测答题技巧解读正八面体
图片尺寸1303x1003![canvas折纸](https://imgs.wantubizhi.com/img/735A5D1F980B52A636CC46F12F2D1A739CDE6DFADE675D85D2579213A3F9ED7C0643C5955AF4302926C87B9102C90439E3FFB9C1F35855263C33256D1D2DFF6C5E90F0675CBE2A01FDD7E7603C1933A6BF49A341E7AAB99AC0E272F8AC14D547)
canvas折纸
图片尺寸475x635![正八面体用纸怎么折](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E923614A08767AC848790AD06923616DA76795667028E61CB54F543BA0ECD3F192570CDAF74C2B6BFC277B9724E35DDE0C5EF90864F28AFA17BF588AA141883D65DF0D7FC718FCB952FF6C62B8AA3B9E63)
正八面体用纸怎么折
图片尺寸361x180![正八面体展开图有11种,为什么全网都说只有8种? - 知乎](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E9E7ED40072656C0594737C6ED4EB2DCED02CAEAE7E4F371911C6B88D632FD50D7B3E66D0EBB5EE30241586DE23C7E366EA842E54EC5265CE10D7671D6A3CD503C91794F0F8F6F82D86DD9E2515066860B)
正八面体展开图有11种,为什么全网都说只有8种? - 知乎
图片尺寸388x395![octaèdre](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E923D2E81E86DC5C8331584AEB4239B8A0D82C2A5BC061E09A38AB83FAE722B2052653C2348E0695B6E151907E8C47DEA3E9544907E159DACA1344D3C5091C4BCA5BB5CD9999DEC18C132494C6401ED423)
octaèdre
图片尺寸700x939![正多面体的展开图](https://imgs.wantubizhi.com/img/735A5D1F980B52A636CC46F12F2D1A73DB46227113E466486E14DE7116A2ADED913233045BCBF152159BE2252C5F59FC52AF61ACDA94CE80C48844E70E6F4661F18CD523D678950B42C0DDDF8A8A118CC67BCB374F25DE1676E181ABE03CDDB1)
正多面体的展开图
图片尺寸1080x810![9个面,所有棱长均为1,其平面展开图如图所示,则该凸多面体](https://imgs.wantubizhi.com/img/735A5D1F980B52A636CC46F12F2D1A739130EB7CFEEC6341F30E5D98DB643B2ABF5878D4D84C471AD5703C4C7524090AE34B743DAB3E8C60E5E784B2CBAB56EB00B73C345C0C3370C0791B016A17654A264172AD43F7B499C25B9EEF2478388F)
9个面,所有棱长均为1,其平面展开图如图所示,则该凸多面体
图片尺寸702x460![正八面体和正十二面体怎么做啊?急急急!最好有个图片看看!急急急!](https://imgs.wantubizhi.com/img/ADDA3C5D760C6828B77B505A29D43E8315B607FEBF33C7782F8D022820828FF98AFA7A247E53FB2A21400A4C73208CDCAA6DE8DA796A404F0B4663EC9544E251F14E9DE6B089A15C967079442D60E4E8A8D8219F1D33F68ACA80BB6D983329AA)
正八面体和正十二面体怎么做啊?急急急!最好有个图片看看!急急急!
图片尺寸320x228![各种立体图形的展开图ppt](https://imgs.wantubizhi.com/img/ADDA3C5D760C6828B77B505A29D43E8386763BFE05D1ABCA68DA59AD88EE03527E4B42B091265D5E40FDE3D42E39928F509EF3A74FB2C6D35DF44A3C3E9A3D3DC4C954DEC2F9C3FD0CCBD521E0D544A93A32AB8EC23794EA1354EC003097E9A2)
各种立体图形的展开图ppt
图片尺寸1080x810![立体构成 正八面体展开图](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E99ED264C0C0E5B3F156E7E3F3521E554117EC02AAA1AD441BADB17268A88C6DEE1CB33CAAF4E44B449FB0B059DCA86CCBE34D519FD8A5BC293BCA3E26693467E912DC318508506E2B13F0EC3737F0EB4A)
立体构成 正八面体展开图
图片尺寸1080x810![面共顶点c; 2356四个面共顶点d图2是八面体的平面展开图的第一种情况](https://imgs.wantubizhi.com/img/735A5D1F980B52A636CC46F12F2D1A739695608110B8644825AFBCE1E76F4C485ADCFCA8C4FDFF29F9C7E10CFAA3093A940025B9E82DF9D2844471C7B8085CCDD5934CC07832FC7F0E2BEF5B162FF5B8B8AC2D7D7F4B2676ECFFAF2A5459B1BC)
面共顶点c; 2356四个面共顶点d图2是八面体的平面展开图的第一种情况
图片尺寸406x382![如图(1),(2)都是几何体的平面展开图,先想一想,再折一折,然后说出图(1](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E909DDE88D7B763EEB67851B55258EA1DF51CA6E1D377598D11A9F649CC532666EC2660E1DF05C5A1F8C2FB34990101719679AA9A54ACF4D40F851E13E264EC770D02966F4FC0BC1149E035981239C700F)
如图(1),(2)都是几何体的平面展开图,先想一想,再折一折,然后说出图(1
图片尺寸218x152![折纸八面玲珑](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E903455D65D1020BAB6013F64FB24EA6D0BE5C17F2B4581084BDF754B72CB1A941C29FD0B3642AFBE0DC1229845368322F91872F3EF3023EC80F2A0FC0C557115AF2C069AC36ABC3D4AF0D516F17A04B25)
折纸八面玲珑
图片尺寸377x500![左边给定的是纸盒外表面的展开图,右边哪一项能由它折叠而成?](https://imgs.wantubizhi.com/img/ADDA3C5D760C6828B77B505A29D43E83785A4E8DD75C258CD689920A04E08EE539B43966FF62DF77570E21496662AD0A1D22738A75E6AF7C48265BCA8008139C58103C65A8A1B76EF4FB101E87F92B1FDBB77932D9D0F40A99553F3C4C73C22C)
左边给定的是纸盒外表面的展开图,右边哪一项能由它折叠而成?
图片尺寸1080x1181![制作正多面体](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E91561567E112A4425AA3E0EBC98740F4DBBC0540385B660D16537F5DF354C19D05896C3AC58634D2579C9280800F09B2CC4C73940C4178B0942C6C777E7CBFEFB0DF52F39905FC44E501DADB9BF036EF0)
制作正多面体
图片尺寸600x296![【mathematica】怎么绘制常见多面体的展开图?](https://imgs.wantubizhi.com/img/ADDA3C5D760C6828B77B505A29D43E8308E50EA55100EB549E00B54C0219379EE9C97761830857EF7B3141B54EA6E339A5961D0388DF1A37333712144D4D7255A35463DF8338CAB9DFD173280CBFE13022ECBAD1BCC8FBBBCDAC6036955EDAB7)
【mathematica】怎么绘制常见多面体的展开图?
图片尺寸500x333![八面体十字架手工diy立体折纸步骤图解纸的折法](https://imgs.wantubizhi.com/img/735A5D1F980B52A636CC46F12F2D1A73270A84131380ED2941237D3426A4915A2C4C70B718D688F8AA4824717D86ED5F271FB56307F69F61A4CF8B8786DB9F16CF85F2CCF10428CB492B578B624C7F1206EBE149631F9544B5267A3E33CD82DA)
八面体十字架手工diy立体折纸步骤图解纸的折法
图片尺寸500x531![2.左边给定的是纸盒外表面的展开图,右边哪一项能由它折叠而成?](https://imgs.wantubizhi.com/img/735A5D1F980B52A636CC46F12F2D1A73614D6DA854CC71D3E8CB05AF99A99C53FC1B83DCB9E7E390F2BF0C23E0D451B8F5F6265E68EFAE4AB666ECC212F28E16A91EBC6235B19E7B3EDCF955D2B50926B5B608397BF78BF0D3CC194616E5F320)
2.左边给定的是纸盒外表面的展开图,右边哪一项能由它折叠而成?
图片尺寸1080x251![图4-70 正八面体图4-69 正八面体平面展开图图4-68 正六面体图4-67 正](https://imgs.wantubizhi.com/img/ADDA3C5D760C6828B77B505A29D43E83A714964AA87F705540E64801624FE10A306B26E48DFE6AF310C8E334D60E6CA711CF6ED9B68A446218D133FFDDF6DC6C290FEA94484982067EA117AC32B2E983266770965F7AB0FCA5C616DB4A16573D)
图4-70 正八面体图4-69 正八面体平面展开图图4-68 正六面体图4-67 正
图片尺寸387x248