How to proceed to find the general and singular solution of the equation
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For those unfamiliar with non-linear DE's, what techniques have you covered in your course? (Analytic as opposed to numeric which could be applied here)
When you write , are you meaning or ?
Originally Posted by Suvadip How to proceed to find the general and singular solution of the equation
3xy=2px2-2p2, p=dy/dx I would probably try something like this:
I don't know if this looks any easier to solve...
how to find y from the last expression?
That is NOT a 'linear' differential equation and so may NOT have a "general" solution at all.
y=px+p^2 is also not a linear diff eq, but its general solution is y=cx+c^2
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