设函数z=ln(x2+y2)-sinxy,求全微分dz

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问题 设函数z=ln(x2+y2)-sinxy,求全微分dz

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答案Zx=2x/(x2+y2)-ycosxy,Zy=2y/(x2+y2)-xcosxy,于是dz=Zxdx+Zydy=[2x/(x2+y2)-ycosxy]dx+[2y/(x2+y2)-xcosxy]dy.

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