矩阵行列式
![如图可以用行列式的性质化简计算.请采纳,谢谢!祝学习进步!](https://imgs.wantubizhi.com/img/735A5D1F980B52A636CC46F12F2D1A737F82AAB24D07C2A3B65E98B9A8E45F7510BB27AEDE86F23C5B912556F4009AEE85D70F8727F4E79E92884EC633E04C5D95644463AC64BEEBE129F3EA731E7090AABF0B12DEC37697A4967662E52CFBFA)
如图可以用行列式的性质化简计算.请采纳,谢谢!祝学习进步!
图片尺寸614x449![1矩阵和行列式区别](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E943177A01056CCE1AC51F6927E71888122A68277A543A6EF8275941244F05834A9ECFBFDAFCC9236E576B0E84955CE752FA564B5763F654812F550E102DB0A0BA13028FB62CA0714E51191A64DA502D00)
1矩阵和行列式区别
图片尺寸1910x868![net基础数学类库使用(15)c#计算矩阵行列式](https://imgs.wantubizhi.com/img/ADDA3C5D760C6828B77B505A29D43E83F9B8164EB33BEADCEE525D207E44378009D283BA83C9BF6294E0BEDBB35EFFEBD9C790B4D8EFEBC65503233E17B9ADE96581B284F4E88534ED382D8DADD1735CBB0773343B75421872F20D49E68A492B)
net基础数学类库使用(15)c#计算矩阵行列式
图片尺寸464x223![矩阵和行列式复习](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E97AB1A816DF2E1C4C0D9E7221F8CC2801CF0CC35B1BE0B950CD7F90EB5CA6C2085D0852D0A1B52F33A1CB7DA3F20A5D7B0E73629045A7760AAC1B3F80132113F2E279A3423DEDD1138758F81ABB2BD065)
矩阵和行列式复习
图片尺寸920x1302![两个矩阵相减后的行列式怎么求?](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E9D121740762554F74840C7E39E8C15B4C4CA3B608C3278312F1D05585CCA19D32DFA488B13B0291CCD3ECB8B016828FC6C1239ED1FEDC1C552164CA3BE8107F79C1D441BCB9DB0761A9D69E1016C1BBD6)
两个矩阵相减后的行列式怎么求?
图片尺寸447x234![2011-2012高等数学(22)行列式,矩阵概念与简单运算ppt](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E91779FABBB421D608C9FCD93D62CB73B1D0FDCCFE116995ED78700A63B1EA465749288077A1E77865322EEF779A6C2442BB8F78EE1E87C7FBB68344544368102F3309EDCC7EB4AAA476E87DE0705D1113)
2011-2012高等数学(22)行列式,矩阵概念与简单运算ppt
图片尺寸1080x810![矩阵的概念](https://imgs.wantubizhi.com/img/ADDA3C5D760C6828B77B505A29D43E8338A67CD84D72636DC29E50615DC9F5D65A27274936DC6DC881C0D3DDBC9C82818889271E57E10285C17CBFB14EE9EC52AA8A23D51877854F8F7874E237E2784BF337977657620CEAA312951330675228)
矩阵的概念
图片尺寸1431x804![4 n阶矩阵乘积的行列式](https://imgs.wantubizhi.com/img/ADDA3C5D760C6828B77B505A29D43E8387D080E975D71BD6B9A31BBCC61729FDBEAC102F7E7D29C5C6B751D0AE62127C041C81F7F01DBE4085C625CEDC2895C7952B0D08731DBD671862EDF6DFCF05C1A551FB037C29DD560893613C57717E15)
4 n阶矩阵乘积的行列式
图片尺寸1080x810![【二手9成新】行列式和矩阵 /上海中小学课程教材改革委员会 上海教育](https://imgs.wantubizhi.com/img/7CD41320FF2A150427D92F616F6A96EDB30692ABA4575206F2097711DEB2BAB02FB736633B1A35BE8D7D7172E795D58F1D38C0B0C1E8040F96DEEBCBDE5A70637C7A00DB7BD73D8A3FA56095E85CE766)
【二手9成新】行列式和矩阵 /上海中小学课程教材改革委员会 上海教育
图片尺寸360x360![矩阵与行列式有什么区别](https://imgs.wantubizhi.com/img/ADDA3C5D760C6828B77B505A29D43E83E151F54B405CF7E6E1DEE7ACC6CABEE0B4C299AD07C28EBF49B2A1DF004211FFB702F79E5504AA950D2BAA82309113537363DB44800A70FF44555EF43652265949768DAB5C38363B09DCB78B6B777A13)
矩阵与行列式有什么区别
图片尺寸855x596![矩阵分块在行列式计算中的运用](https://imgs.wantubizhi.com/img/ADDA3C5D760C6828B77B505A29D43E835FA4B0B9E22DEBF41742D853C3E2C441F908F054DC426D4C2A4BE7F33F3CD67CB9A0EC6398E1C6A85E364CD4286DCE00114A47552E8307F71E0CEDC2008799D335953530DE74A7838A1013CD06B6F6DE)
矩阵分块在行列式计算中的运用
图片尺寸1508x2133![矩阵的逆的行列式](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E9BD2BBD8164E1950D401A54DD109EAE0F920CD531004C061B8519C4964D30D0086E838D0E65411B78E2BE8A77FFC5B113240F5E4F63E8422679B67E8BAB5D565AA0B16F7BAE9BB01BE5228D8EC784C9AA)
矩阵的逆的行列式
图片尺寸640x439![数学基础系列(四)----拉格朗日乘子法,行列式,矩阵基础](https://imgs.wantubizhi.com/img/ADDA3C5D760C6828B77B505A29D43E83B8D9E2F5742F249AE58B698466CA3D4DA1198BCDD093AC4BFE8670599251779C6A8C263782D512E00AA760387C43B9BA1E27D643C3867CC10979215B13FF48142489D94BFB3A41BAECBDD0FA911F223C)
数学基础系列(四)----拉格朗日乘子法,行列式,矩阵基础
图片尺寸787x586![线性代数问题:块矩阵行列式.](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E9394F9C314C76EA94084E51E64BFB7B76403ECD508B3AFA16B29FF4E675E22652B11F3913B642E4542BB0DBE5820F6FD63AFBDFC54FF88614CF25066FA9101FDBDF13588EF25519741B829063E99B6BCC)
线性代数问题:块矩阵行列式.
图片尺寸450x262![线性代数 --- 三种计算矩阵的行列式的方法之一 拉普拉斯展开法](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E94A444D9A310954683703FE73FB3AE5F817ADB13F73A4E3271A458B1EA6D1B00B7EC31E6FA80D2E6CD0474C28167400A767C2C66FAA6573687A93A9AB7FBE01FBC6491B163FA973512A2DDDACA52E88B4)
线性代数 --- 三种计算矩阵的行列式的方法之一 拉普拉斯展开法
图片尺寸781x455![ch2_4(n阶矩阵乘积的行列式)](https://imgs.wantubizhi.com/img/A1A61BAA66193547F3A6DD7D8EE527E99A5DAFE5BFD6FCD9924FB526F14BA193D398EB1A3A009DD66E59E4DC88A289131BF898F64B92E769EB004905B5229B33E39FD41820DAD653B44137DDB46E77323E2EFEE7BF862F7C3CA25C60A8DF5876)
ch2_4(n阶矩阵乘积的行列式)
图片尺寸1080x810![a12 a 22 a11a 22 a12 a 21 a11 a12 的行列式, 称为矩阵 a](https://imgs.wantubizhi.com/img/735A5D1F980B52A636CC46F12F2D1A738574CD5CDC431991DD8EA9E8FEA36671A71D7480B72D8AF442C7324AA1B620C09DDA39C0BEB9E59C59747311CBA0965746F2B6FA2386185EB115CE6FF1DA25D15885B0A3E9AB418B0F07DBC6E78B7BF2)
a12 a 22 a11a 22 a12 a 21 a11 a12 的行列式, 称为矩阵 a
图片尺寸1080x810![四阶矩阵的行列式](https://imgs.wantubizhi.com/img/ADDA3C5D760C6828B77B505A29D43E8329893423810ED34839AC1642951424E212EA51ADFFA29718C0CE0632DE1CFB7AC63CE8915DD89E511A30E177DE7652A8B78D1E236139CE32BA9FA533B8B7AD81DE4E318A5BD33119D677CC854CB0E821)
四阶矩阵的行列式
图片尺寸744x992![行最简形矩阵 经过初等行变换,行阶梯形矩阵还可以进一 步化为行最](https://imgs.wantubizhi.com/img/735A5D1F980B52A636CC46F12F2D1A73E01C5FADCD13936C873807E67D3B32C9FA416ECF9EB8B3207FDC7197C30252107AFE688CF2120F1DA237365B6C6A30B0B7A7E3C60D38FB996C5E17F1FB0AFFDDD16124F0EF58BA231C7C4C16F9E4D240)
行最简形矩阵 经过初等行变换,行阶梯形矩阵还可以进一 步化为行最
图片尺寸1080x810![问一道矩阵的题目,只会用算5阶行列式的麻烦方法,求化简矩阵的做法](https://imgs.wantubizhi.com/img/ADDA3C5D760C6828B77B505A29D43E837AA3AB6ED1BC70AAB483002430268EAE15ABD62EC2D8CD0FD6CE98C119FB37EA648521E28BEC88EF99643B5C249EF4083238DB09D255A6505A51E6759ECA1F2DB311256AFE86E643C1ADD9407DFC3909)
问一道矩阵的题目,只会用算5阶行列式的麻烦方法,求化简矩阵的做法
图片尺寸738x677