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    Differential Equations : Separation of Variables, Solve by Substitution and Integrating Factor

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    1. Please see the attached file for the fully formatted problems.

    a) Use separation of variables to solve

    b) Solve the following exact differential equation

    c) By means of substitution y=vx solve the differential equation

    d) By means of the substitution for approipriate values of and , solve the differential equation

    e) By means of the substitution , solve the differential equation

    f) Find an integrating factor for the following differential equation and hence solve it

    g) By means fo the substitution for a suitable value of , reduce the differential equation to and hence solve the original equation.
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    https://brainmass.com/math/calculus-and-analysis/differential-equations-separation-of-variables-solve-by-substitution-and-integrating-factor-61799

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    Differential Equations are solved by Separation of Variables, Solve by Substitution and Integrating Factor. The solution is detailed and well presented.

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