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For \[y''+y'-2y=sinx\] \[y_p=Acosx+Bsinx\] why is it incorrect to guess: \[y_p=Asinx\]
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y_p doesn't contain constants of integration.
@experimentX , what do you mean by that?
what's the difference between solution of \( y''+y'-2y=0 \) and \( y''+y'-2y=\sin x \)
one has a particular solution and the other doesn't
for second order equation, you should have 2 constants of integration ... first one will have two constants .. now if you put another constant to particular solution ... and you will have 3 constants
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could you illustrate that? sorry :S
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