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Express 1/(x^3+1) as a partial fraction
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is (x^3 + 1) factorable?
Well I got it into the form 1/(x+1)(x^2-x+1) but I don't really see that using that form would help. BTW the answer is meant to be 1/3((1/x+1)-(x-2)/(x^2-x+1))
Did you continue it to the form \[\frac{ A }{ x+1 } + \frac{ Bx+C }{ x^2 -x+1 }\] ?
No I didn't. I haven't seen that way of doing it before. I'll try it now
You try. :D And let's see if it will arrive at the same answer. :D
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It does, thank you!!
No problem! :D
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