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Can the following equation be solved by separation of the variables? y''+3y'+y = 0
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Sorry, I don't think
Please try this substitution: \[y(x)=k*e ^{\lambda x}\] where k is a constant, and \[\lambda \] is another constant to be determined
Please try the substitution tha I have wrote and write the equation which you got after that substitution, note that the variable, in your re-writed equation, must be \[\lambda \]
I get\[y(x) = a \exp(\frac{ -1 }{ 2 }(\sqrt{5}+3)x) +b \exp(\frac{ 1 }{ 2 }(\sqrt{5}-3)x )\]
that's right!
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