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Thread: Weird Differential Equation Problem

  1. #1
    Newbie Thorpie09's Avatar
    Nov 2009

    Exclamation Weird Differential Equation Problem

    I'm stuck on this problem, and I can't seem to find another problem similar to it. It seems like it should be easy, but I just can't seem to make it work. (I've only had experience with your typical separable differential equations). I would really appreciate some help!

    dy/dx = 2 - y(t)
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  2. #2
    MHF Contributor chisigma's Avatar
    Mar 2009
    near Piacenza (Italy)
    The variables are soon separated writing...

    $\displaystyle \frac{dy}{2-y}=dx$ (1)

    ... and the integration of (1) is immediate...

    Kind regards

    $\displaystyle \chi$ $\displaystyle \sigma$

    P.S. In the Thorpie's post is written 'y(t)'... a think it's a trivial mistake and it have to be read as 'y(x)' ...
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