Get Help with a Reducible DFQ | Beginner's Guide | Online Support

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Wrong section, sorry! First time user.
 
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ydx = - (1 + e^x)dy then \frac{dx}{-(1 + e^x)} = \frac{dy}{y}

This is separable, right? Or you are required to use a substitution?
 
Sorry, I left out a y in the parenthesis. Reread the problem now... that's why substitution was required.
 
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Are there any good visualization tutorials, written or video, that show graphically how separation of variables works? I particularly have the time-independent Schrodinger Equation in mind. There are hundreds of demonstrations out there which essentially distill to copies of one another. However I am trying to visualize in my mind how this process looks graphically - for example plotting t on one axis and x on the other for f(x,t). I have seen other good visual representations of...
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