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Find a particular solution of x^2*y"+7xy'+8y=6/x.
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@amistre64 @freckles
I need to use the substitution method, the one that involves yp=something.
\[y _{p}=?\]
oh you mean the undetermined coefficient thingy
Shouldn't I use\[y _{p}=\frac{ A }{ x }\] as a substitution? And how do I find the derivative of \[y _{p}\]?
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how do you find the derivative A/x? Well A/x is just Ax^(-1)...Just use power rule...
\[y_p=Ax^{-1} \\ y_p'=-Ax^{-2}\]
plug in to find A
Okay, let me do the problem. Wait a minute.
oh you have to find y'' too since you have y'' in there
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also your guess for the particular solution looks great. Great guess. :)
Oh, I got it! I got the right answer! This problem is so easy now! Thanks for the help on finding the derivative.
np
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