(dy/dx)-x^2-6xy=9y^2
Mathematics, 05.07.2019 01:20 GreenHerbz206
An differential equation in the form: (dy/dx)=g(ax+by); let v=ax+by
(dy/dx)-x^2-6xy=9y^2
a) solve for dy/dx b) then factor the equation so it can be in the form: g(ax+by) c) after you factor, don't forget to differentiate y with respect to x d) then start the process of solving by substitution; solve for y as the final solution.
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An differential equation in the form: (dy/dx)=g(ax+by); let v=ax+by
(dy/dx)-x^2-6xy=9y^2
(dy/dx)-x^2-6xy=9y^2
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