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Use partial Fractions to solve inegral 4y/ y^3-y^2+y-1
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Hint: y-1 is one of the factors of y^3-y^2+y-1
(y^2+1)(y-1) I keep trying to solve for A and B
im doing it like Ay+B/9Y^2+1) + C/(y+1)
@satellite73 @Mertsj sorry my brain is stuck now idk y
Try: \[\Large \frac{ 4y }{ (y^2+1)(y-1)} = \frac{ Ay + B }{ y^2+1 } + \frac{ C }{ y-1 }\]
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that what I've been using to solve for A and B and C
you have a (y+1) under C. It should be (y-1).
A+C = 0 B-A+4 C-B = 0
B-A = 4. Add all three and you will get C.
A=-2 c=2 b=2
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