Barrett's Esophagus
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Set (x-1)/[x(3x+1)] = A/x + B/(3x+1). Multiply through: x-1 = A(3x+1) + Bx. Solve: x=0 ⇒ -1 = A ⇒ A=-1. x=-1/3 ⇒ -4/3 = B(-1/3) ⇒ B=4. So: -1/x + 4/(3x+1).
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