• 2022-07-26
    求以下函数的高阶偏导数:[tex=6.786x1.286]Ie5MBmnJFJ1IDhW+cmvgeq6Msjaew9oAfgQUr1blST+YA/yPwoOSaJkBDzIlnIEa[/tex],所以二阶偏导数.
  • 解: [tex=7.714x1.286]1r6LLgNEFE396IIvD5wtnYrDJYFJVURPr0ON2bgndQU1U6kMw/AFVS3SgUVnjgsG[/tex], [tex=7.714x1.286]8Dtwv8IN0mFWFFr2R3OTtuf1yvOMO+C4qZMLfoJBFyXdObcbpj6b6pn0Ow04bLU3[/tex][tex=27.357x3.5]qeiYnKXLEhyhuGRg8yLtr1xTHxpHHHwR9vC/MXxCBcgwhbQBYZVNakcbiFDtlurNynGFvU2kAP8MLvQ1uTompEuwzy1oOvwrUQpMEVo6AZO/kgDwYNrGbcxd2i+NNVLOa/At6FVLSOIOZUrEMRJid2g/1XOZTk55m1zIGsx+jWuZ0xb00ItkiS4K4SrQ31NvVui/ik7Fnqea283MXJHzdhlT/TC5s8P4On3ZN0aeATBx4rYXA+MSJ7l1fZ5lYb/07ZQAPt6tBFGLz0NX/wtVrcvwuNzKWyR2fww8PLe2ZxxJ6kTGjk4nvqZFvwZAWw9TQsbP4/qXAtybbRU3icwdnkP+uniFUqdpXR1EmvemEhA=[/tex][tex=10.143x1.286]rJxkaOFATj/gwAFd7LmXtj6EHZwkGkagQ83xOqkcPTOUFXxOx2q2G62Dbi6MxjCd[/tex][tex=6.786x1.286]BwyZ0ODiTDRNvrRDfWwyt3qD/LPcuyFtWrYH9O+DIGsX4cw/ABtDPHeFxiXuL4Ij[/tex],[tex=10.214x1.286]dNq2WcehMLH1Jx020TDMMRHyA8FyNjNMOC1xaR0JDrUHQbcAjkS/Dn8LnvOSVu0c[/tex][tex=6.714x1.286]rCcEhDp+HWOKWm0XB1vYzL6vbTSgo4fj4Ne6suA/oQCCaNEFCbl0ygyBiWBrfxM9[/tex].

    内容

    • 0

      求下列函数的高阶偏导数:[br][/br][tex=12.857x1.286]VGtamk6SG5JwM6fzr2Vk2PsWLC1mhDAk5XpgtjEH71mNGdmCowqodUxDouGfah+A[/tex],所有二阶偏导数;

    • 1

      求下列函数的高阶偏导数:[tex=7.286x1.571]T6UJ67mkjXP3F6fSy13+USIW/T7+jit66ZB0vOrNJjIlY0znqIx9Zf/IuRdOgCio[/tex],所有二阶偏导数.

    • 2

       求下列函数的高阶导数(假定函数 [tex=0.5x1.214]0K9Xf7VHWdVeOrSYAKIm6Q==[/tex]具有二阶连续偏导数)[tex=8.643x1.571]cBzc2zIhtWu+E76F/0ISg1P/d9qMRaMY/JDfz5Kpyg9Nm/jXLa8N0Q9KdyogZGuZ[/tex]所有二阶偏导数 

    • 3

      求下列函数的高阶偏导数:[br][/br][tex=7.643x2.0]pgwCYKQmHUhz9mPU8/KUbFosPxO1idMof9jKjXZ+59OaNmJiKwb2/VeDnC2TwghW[/tex],所有二阶偏导数 ;

    • 4

      求下列函数对自变量的二阶偏导数,[tex=0.5x1.214]0K9Xf7VHWdVeOrSYAKIm6Q==[/tex]具有二阶连续偏导数:[tex=5.357x2.786]LNUTXpClIljsm+BBhtqheScQO3XimE8kOdVqHPn66nk=[/tex]