在下列情况下求矢量场的散度;[tex=6.357x1.357]NovbxKl63Ey/milqTcbe/+c3cnXKvF11++vHVdrqa0DyCGlNFqQ1Mxddzms+4eEj[/tex]
举一反三
- 求[tex=6.357x1.357]NovbxKl63Ey/milqTcbe/+c3cnXKvF11++vHVdrqa0A5LKJViX1WjeGSiglrNFIfksxjfPtZUfpTShNwyTzbgQ==[/tex], 其中 [tex=6.643x1.643]Lkd5EsjSFEb3AuAarHjS7mjREl2sH9ecSai+BDci7Kc=[/tex] .求 [tex=1.786x1.357]ofeAbZ2DVRdQ5+bLnf+gIg==[/tex]的值使得 [tex=7.643x1.357]NovbxKl63Ey/milqTcbe/+c3cnXKvF11++vHVdrqa0DY+1xPSAg9C8jLHA1qy4/g9ayFlHgQ4at1fvAfEI6S8Q==[/tex]
- 设 3 阶方阵 [tex=0.786x1.0]b4HkKtHXeHofHX/gJc8Agg==[/tex] 的特征值为 [tex=3.214x1.214]AR2NZJX7MZs0NlT/FTXA5A==[/tex]，[tex=5.143x1.357]w/FJJFlwDcaju97v34LrN7GPRQ7jt3za1NBQzRFsFmE=[/tex]，求 [tex=2.357x1.0]NovbxKl63Ey/milqTcbe/0+weZrZwV0IV2WDP9e/d4g=[/tex] 及 [tex=4.857x1.357]NovbxKl63Ey/milqTcbe/0yYXMkXxzvjjVJ6MtqOGN0=[/tex] .
- 在下列条件下,对给定点求[tex=2.286x1.0]NovbxKl63Ey/milqTcbe/y6wTapUTd/6d7M7YLwRgRo=[/tex] 的值：[tex=19.929x1.571]pMSK5KuRJ5CBe29DilJCYER4uEtDkLPqq4FVVBEJA1AonaX36kx0sZ9fPCd4Y6Z2kF5b0lqtHTojsSnDGL8fFw2Of9TwrAbqUsaFZzjM1vL0Rp7FALKhdy6Gxg4QwAzlKFsvoJSzmgq1qbVxmo/4jA==[/tex], 求点 [tex=4.643x1.357]l6isMRo/w0mUyOECqqX9eg==[/tex] 处 [tex=2.286x1.0]NovbxKl63Ey/milqTcbe/y6wTapUTd/6d7M7YLwRgRo=[/tex]的值.
- 求满足下列方程的函数[tex=2.286x1.357]0z+Brj3TSZxsxwDxFYDfvA==[/tex][tex=7.643x1.357]NovbxKl63Ey/milqTcbe/+c3cnXKvF11++vHVdrqa0BvdFFAOSP4ahwzeKDNHmfssJujjD/cQjEIR9D+etSGcA==[/tex]
- A 、 B均为n阶方阵,则有 : 未知类型：{'options': ['[tex=11.857x1.357]NovbxKl63Ey/milqTcbe/6j1ynVLnvs61TthlFfdGTtEZvwvQIc+PIcbyMHMkOHCRN/5zNoo4+OsoKWsVFtIAJS3g4aSgk+cwipRUWxLeZw=[/tex]', '[tex=11.143x1.357]NovbxKl63Ey/milqTcbe/6LtkSX7AxvD6+iWPHugkqz28xVkr15VH2nR9qBMlWfwuYcWM7hv2AaaQ944K1sL25Qq0S7pauW/YmcDxocf0RA=[/tex]', '[tex=8.643x1.357]NovbxKl63Ey/milqTcbe/2AA2tkzWfYGK1xgTCJgk8S//rXJuxGqVm5vSIg+nsZBRYRBg2IxpklY6b5HnGEbEQ==[/tex]', '[tex=3.857x1.0]2vsdMb7+BKP822EunIcDYA==[/tex]'], 'type': 102}