Home/Calculus II/Repeated irreducible quadratic factors/Formula8.4. Repeated irreducible quadratic factorsFormulaIn 8.4. Repeated irreducible quadratic factorsFormulaCopy LaTeXA1x+B1x2+px+q+A2x+B2(x2+px+q)2+⋯+Amx+Bm(x2+px+q)m.\frac{A_1x+B_1}{x^2+px+q} +\frac{A_2x+B_2}{(x^2+px+q)^2} +\cdots +\frac{A_mx+B_m}{(x^2+px+q)^m}.x2+px+qA1x+B1+(x2+px+q)2A2x+B2+⋯+(x2+px+q)mAmx+Bm.Tagsantiderivativepartial fractionspartial fractions: repeated irreducible quadraticsfunctions rationalVariablesxxxVariable independiente (variable de integración)mmmExponente o índice enteroFound an error? Contact us.Related formulasRelatedFor x2+px+qx^2+px+qx2+px+q with negative discriminant:Ax+Bx2+px+q.\frac{Ax+B}{x^2+px+q}.x2+px+qAx+B.Open formulaOpen in sectionRelatedFormula∫dxx−r=ln∣x−r∣+C\int\frac{dx}{x-r}=\ln|x-r|+C∫x−rdx=ln∣x−r∣+COpen formulaOpen in section