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    Integration within a DiffEQ problem

    I cannot believe I didn't see that. Thanks!
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    Integration within a DiffEQ problem

    Homework Statement Solve the given differential equation by using an appropriate substitution. Homework Equations (x^{2}+xy+3y^{2})dx-(x^{2}+2xy)dy=0 y=ux, dy=udx+xdu The Attempt at a Solution (x^{2}dx+ux^{2}dx+3u^{2}x^{2}dx)-(ux^{2}dx+x^{3}du+2u^{2}x^{2}dx+2ux^{3}du)=0 After...
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