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think it is partial fractions and then a formula, but really i should just shut up

Yeah but before the use of partial expansion you have to to make it a proper fraction.

that i can do

Will it be (s^2+2)/(s+1)^2+4?

divide first
\[\frac{s^2+2}{s^2+2s+5}=\frac{s^2+2s+5-2s-3}{s^2+2s+5}\]
\[=1+\frac{-2x-3}{s^2+2x+5}\]

what did you divide by?

it is just an algebra trick so you don't have to divide

added and subtracted what i needed to match up with the denominator

Oh okay Thanks

Oh I have forgotten that, thanks

Ah, yes. I just looked at the Wolfram|Alpha link. It did indeed have the delta function.

yeah it is in there, rest looks like greek

Well the rest falls out of all of that fun stuff from DE class that I don't remember...

i know you use partial fractions, and then tables i think