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Thread: Non - Exact Differential Equation

  1. June 11th 2010, 08:35 AM #1
    chris09
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    Non - Exact Differential Equation

    can anyone give me idea to solve the following non exact differential equation

    (2y^2 -4x +5) dx - (4 - 2y + 4xy)dy =0
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  2. June 12th 2010, 09:28 AM #2
    wonderboy1953
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    Suggestion

    Have you tried an integrating factor to make it exact?
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  3. June 29th 2010, 11:35 PM #3
    chris09
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    while finding integrating factor g(x) and h(y) depends on both x and y
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« How to find the minimum value of a solution | Finding the integrating factor »

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