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Answers for “一般解形式 u(x,y) = f(y - 2/5 x) 是什么？”

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Integrate the ordinary differential equation dy/dx=2/5dy/dx = 2/5 with respect to x. This yields y=(2/5)x+cy = (2/5)x + c, where c is an arbitrary constant representing the y-intercept.

Conditions: The ODE is dy/dx=2/5dy/dx = 2/5.; c is an arbitrary real constant.

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