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更新微分
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@@ -120,6 +120,8 @@ $z_{xx}''=y^2f(xy)+y^2f(xy)=2y^2f(xy)$,同理根据变量对称性$z_{yy}''=2x
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\textbf{例题:}设$z=f(x,y)$满足$\dfrac{\partial^2z}{\partial x\partial y}=x+y$,且$f(x,0)=x$,$f(0,y)=y^2$,求$f(x,y)$。
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解:
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\section{多元函数微分应用}
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\subsection{空间曲线的切线与法平面}
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