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求函数z=e^xy*cos(x+y)的全微分dz
人气:120 ℃ 时间:2019-12-10 10:46:45
解答
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z=e^xy*cos(x+y)
Z'x=ye^xycos(x+y)-e^xysin(x+y)
Z'y=xe^xycos(x+y)-e^xysin(x+y)
故dZ=[ye^xycos(x+y)-e^xysin(x+y)]dx+[xe^xycos(x+y)-e^xysin(x+y)]dy
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