设u=f(x+y,x2+y2),其中f二阶连续可偏导,求

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问题 设u=f(x+y,x2+y2),其中f二阶连续可偏导,求

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答案[*]=f1’+2xf2’. [*]=f1’+2yf2’, [*]=f11"+2xf12"+2f2’+2x(f21"+2xf22")=f11"+4xfz2"+4x2f22"+2f2’, [*]=f11"+2yf12"+2f2’+2y(f21"+2yf22")=f11"+4yf12"+4y2f22"+2f2’, [*]=2f11"+4(x+y)f12"+4(x2+y2)f22"+4f2’.

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