求函数的全微分:
z=xe-xyy+sin(xy)
求函数的全微分:
z=xe-xyy+sin(xy)
【正确答案】:dz=e-xydx+xe-xy(-ydx-xdy)+cos(xy)(ydx+xdy) =[e-xyxye-xy+ycos(xy)]dx+[-x2e-xy+xcos(xy)]dy.
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