设y=y(x)是由方程e的y次方－xy=e所确定的隐函数，则导数dx分之dy=?

e^y-xy=e
e^y・dy/dx-(y+x・dy/dx)=0
e^y・dy/dx-y-x・dy/dx=0
(e^y-x)・dy/dx=y
dy/dx=y/(e^y-x)

dy/dx不能叫做dx分之dy,因为这是个导数符号,而不是分数!

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