下列矩阵是否与对角矩阵相似？若相似于对角矩阵, 求 [tex=0.714x1.286]BMKsEVFNvpiLV0UsqDFXCw==[/tex] 使 [tex=3.214x1.286]1sFdXzzqHCc4qLXdM8ki4Toicy90dsQBVNzF4LK8JX8=[/tex] 为对角矩阵.[p=align:center][tex=8.429x3.643]jcCMHflCR8OS9TosV6N5vE+ILInEdrNZmLPdu5yGc5/18+5aCmsneZxFXusbuAuha4wP72KXmMNlXiSam9ZCne7eGxoMSgWv1D5AVzaLGiLdEc5nMyQ+BIIQfiUWSvJU[/tex]
举一反三
- 下列矩阵是否与对角矩阵相似？若相似于对角矩阵, 求 [tex=0.714x1.286]BMKsEVFNvpiLV0UsqDFXCw==[/tex] 使 [tex=3.214x1.286]1sFdXzzqHCc4qLXdM8ki4Toicy90dsQBVNzF4LK8JX8=[/tex] 为对角矩阵.[p=align:center][tex=5.357x2.786]jcCMHflCR8OS9TosV6N5vFWjToaaWqOOGqoRSEmRakI8euajTYJW+cFHO0sg+D0a+NjWo5p5K3fsrlwkGSJ1tg==[/tex]
- 下列矩阵是否与对角矩阵相似？若相似于对角矩阵, 求 [tex=0.714x1.286]BMKsEVFNvpiLV0UsqDFXCw==[/tex] 使 [tex=3.214x1.286]1sFdXzzqHCc4qLXdM8ki4Toicy90dsQBVNzF4LK8JX8=[/tex] 为对角矩阵.[p=align:center][tex=7.857x3.929]jcCMHflCR8OS9TosV6N5vNF0Ht7EtBbeDLHluhYHejByT6aLXCSmkH2ygZWvIirihyGjHbIbgSgvxDJ9x8yJnPuBRfs11OT98H/vffeQswT2hcIZl8u2tnvwMLBc2tWO[/tex]
- 下列矩阵是否与对角矩阵相似？若相似于对角矩阵, 求 [tex=0.714x1.286]BMKsEVFNvpiLV0UsqDFXCw==[/tex] 使 [tex=3.214x1.286]1sFdXzzqHCc4qLXdM8ki4Toicy90dsQBVNzF4LK8JX8=[/tex] 为对角矩阵.[p=align:center][tex=7.643x3.643]jcCMHflCR8OS9TosV6N5vOctec2onkOcL9XnUGJeWh3qZvNBVS19uWfWoa27zjItImNPL8uNa0phPgzXQflWtOjTca6POSzC/6aw9Mb1ufgt2EhgbEapGat2bi6egr0h[/tex]
- 下列矩阵是否与对角矩阵相似？若相似于对角矩阵, 求 [tex=0.714x1.286]BMKsEVFNvpiLV0UsqDFXCw==[/tex] 使 [tex=3.214x1.286]1sFdXzzqHCc4qLXdM8ki4Toicy90dsQBVNzF4LK8JX8=[/tex] 为对角矩阵.[p=align:center][tex=4.5x2.786]jcCMHflCR8OS9TosV6N5vEh2mkwOQPgJaMjhXUUvt/u/aDMg7Joull2yzyzjRLUkka8hhHVAcdjyppjElztjEA==[/tex]
- 下列矩阵是否与对角矩阵相似？若相似于对角矩阵, 求 [tex=0.714x1.286]BMKsEVFNvpiLV0UsqDFXCw==[/tex] 使 [tex=3.214x1.286]1sFdXzzqHCc4qLXdM8ki4Toicy90dsQBVNzF4LK8JX8=[/tex] 为对角矩阵.[p=align:center][tex=6.929x3.643]jcCMHflCR8OS9TosV6N5vAsRiX0HRDF6deVm1P3ZNbcryL/4z1YRStI9T1RLH8oBSlyEGqOTzkzDCbMq0bIIXVYueNkOeT26F02GTHQKQUW3/9zfT6cXZLWR2NMKEfA3[/tex]