• 2022-06-10
    求下列曲线所围图形的面积:[tex=5.857x1.429]yjd3lSIiTi6ca6T6Pd9qJVYwJPIx7grtdG5Is85+veI=[/tex]与[tex=3.643x1.214]fFkTA2r5nbmXywaHTd680Q==[/tex].
  • 解:[tex=7.643x3.357]GE56u9QCDTqcLxZ66HADyoEJhEpuoggyfRIUoFHrWN6XcmRjHMeJADfFdyFgJDGrquSfon4RmRnpiH8nNs2fOABLtoQe0k4+dc1U0PBesBY=[/tex],[tex=7.714x1.357]YVrvR1Q/N0CkTPMF4B4tZxPtJhsMwryR7zy5FRVJeMQ=[/tex],[tex=14.286x3.071]rZM5/OPAdr7aX+kNl9iwpDlgVJUtEvnBjIi0fccz32Ca+F48H5WlRdSoA2vaZ/RzcWJnr5xjkoMXLKzNmC0jbcZFalbfZT+lTy52H5uPqwn5/oaL2i9+vIeVfu8IJ3xl[/tex][tex=26.0x6.214]rZM5/OPAdr7aX+kNl9iwpGdtMH6Ts+m2++KIZij2P9Ux+VAv9do1WPdAI2seNcNfdSEWYVinA/KfoeXdg6F1xkpVbMSqYai/nYAthGgSz11CGRZ8mJZp9zPjwS1K2Wa/czo7W0P0wjOwqrecc3rBWETfscqUTuNBtuFHQ8FdHzEZM/qHYkyVRayPHA+p6gTcR3IGU/judLi2FuV7DdW17Eu0RLTiFL7/a8HFaF2l+poHi7+eV6xAmhxuYXe7WBthubhbEuEPG4yn5bIn8+AJbRXLACwT/x8+s1X7PHT5GcM=[/tex][img=180x217]178a60c1fa880f2.png[/img]

    内容

    • 0

      应用格林公式计算下列曲线所围平面图形的面积:椭圆[tex=3.929x0.929]68vUU8A7EjahDQfTi0MUTg==[/tex],[tex=3.643x1.214]f1mmXYvCtecA1+dbBsJBSQ==[/tex].

    • 1

      求下列曲线所围平面图形面积:曲线[tex=6.214x1.429]bBGbhGZ1lFtnqinZMvyS2OF7KqTC4r2JBHf6MO+9c2M=[/tex]与直线[tex=4.143x1.214]w0bFrtY530jJEOmoFzQ+/w==[/tex]

    • 2

      求下列曲线所围平面图形面积:曲线[tex=7.143x1.357]t0KoOPQWCkvuCRcn7bUYKg==[/tex]与直线[tex=4.429x1.357]WkN/COvf60g7ctdsdH2aiA==[/tex]

    • 3

      求由曲线[tex=2.857x1.286]SX6Mf6VLzor8G12z5cl4Ag==[/tex]与[tex=5.286x1.286]MyVth5cTUdXAzTISg8ZCbQ==[/tex]所围图形的面积。

    • 4

      求由下列曲线所围图形的面积:[tex=2.286x1.429]f0KdLlH9l+9WWJPSEUUoew==[/tex],[tex=3.571x1.429]IfSo6jez8EmoVEIxPb9lsA==[/tex]