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I have the following equation:
(x^2-y^2-y)dx-(x^2-y^2-x)dy=0
I was trying to find the integral factor of this to make it a exact differential equation, but ended in a almost imposible integral. do anyone have any idea of how to make this?
(x^2-y^2-y)dx-(x^2-y^2-x)dy=0
I was trying to find the integral factor of this to make it a exact differential equation, but ended in a almost imposible integral. do anyone have any idea of how to make this?