• 2022-06-09
    求由下列方程所确定的隐函数 [tex=3.143x1.357]ee8UVMi6ncRcyeiuuPl14g==[/tex] 的导数[tex=3.643x1.357]R41d4e93rPgx1e6QfmdUnA==[/tex].
  • 将方程两端对 [tex=0.571x0.786]ZKO2xs0EgSemzoH7MSmYTA==[/tex]求导,得[tex=8.143x1.429]dGHn2UeOUiYDlKCw0Q4tvtqDhmxn0HL4DidDo98k7GMq0KE1snErv5IOFo0kzYDyekkQlP5l5v3mgv54HFYt9A==[/tex] 解得 [tex=6.357x2.571]UQzrSgZmJgFzf86ltOQm0Xtvjq+0OsIGtSMlHmwU1GQELnug56kz0qKONZePCc7S18cwYCliB3Rn+OhGIZRtsg==[/tex].

    内容

    • 0

      求方程所确定的隐函数 [tex=3.143x1.357]ee8UVMi6ncRcyeiuuPl14g==[/tex]的一阶导数:[tex=9.429x2.143]eTAJnseeXWY1AwKpOLF9cYjWWyrem7eLi/k9hn1fQXx5yjvJZraiJmReuGSZDO5P[/tex]

    • 1

      求由方程[tex=3.643x1.357]3a+tUg/OsAua9IXgAsXi0dXOxJA6nuE4CD4USqPYoJ8=[/tex]确定的隐函数[tex=3.143x1.357]SvkmdiaSCBne2lfTn9xiFw==[/tex] 的导数.

    • 2

      求下列方程所确定的隐函数[tex=3.143x1.357]ee8UVMi6ncRcyeiuuPl14g==[/tex]的一阶导数[tex=1.357x2.429]s4QumE5pv31BDaGg1MTOdLPnauuhdcqJ6JJH2kwkuKY=[/tex]:[tex=9.643x2.143]uC9IFk5ckATCa6pJiAjqZVfnEXV4ekihDGzjlJTByc/Z1gLO/Y7p20cWkyk66Wyg[/tex]

    • 3

      求由下列方程所确定的隐函数[tex=3.143x1.357]ee8UVMi6ncRcyeiuuPl14g==[/tex]的一阶导数:[tex=7.214x1.571]alKDr2P4v+qLTpSkOlc0o/n+yHkGCoc1maymV13k/gJ9g3VhLmvwMlQFXFl7EML+[/tex],其中[tex=0.714x1.214]OZevdH6uGNQxcBwPZQ11cg==[/tex]具有一阶连续偏导数.

    • 4

      求方程所确定的隐函数[tex=3.143x1.357]ee8UVMi6ncRcyeiuuPl14g==[/tex] 的微分[tex=2.429x1.0]v4733GcNG7MEoilHqlQd2g==[/tex].