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How did the circle of advanced mathematics become like this?
Because in a circle, the right side of the equal sign can be regarded as an independent variable about y/x as a whole, which is expressed as

Dy/dx =ψ(y/x)[ has the same meaning as f(y/x)]

Further, let u=y/x,

That is, y=ux, and then the differential x on both sides becomes dy/dx=u+xdu/dx.