Using the Determination of Integrating Factor, find the general solution of the differential equation. 2y(x^2-y+x)dx + (x^2-2y)dy=0
In writing your final answer, follow the format 2x^5y-3x^3ye^(x)+x^3-2y^2=0. Strictly no spaces between symbols. If it involved x and y, write x(with the higher exponent) first followed by y whatever the exponent be. If it involve x alone and y alone, write first the term with x alone then the term with y alone. If the term involved an "e", write first the variable followed by the exponential "e" with the exponent enclosed by ( ).Write the constant of
Using the Determination of Integrating Factor, find the general solution of the differential equation.
2y(x^2-y+x)dx + (x^2-2y)dy=0
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