Book:Murray R. Spiegel/Mathematical Handbook of Formulas and Tables/Chapter 14/Integrals Involving a x + b and p x + q

Integrals Involving $a x + b$ and $p x + q$

 * $14.105$: Primitive of $\dfrac 1 {\left({a x + b}\right) \left({p x + q}\right)}$


 * $14.106$: Primitive of $\dfrac x {\left({a x + b}\right) \left({p x + q}\right)}$


 * $14.107$: Primitive of $\dfrac 1 {\left({a x + b}\right)^2 \left({p x + q}\right)}$


 * $14.108$: Primitive of $\dfrac x {\left({a x + b}\right)^2 \left({p x + q}\right)}$


 * $14.109$: Primitive of $\dfrac {x^2} {\left({a x + b}\right)^2 \left({p x + q}\right)}$


 * $14.110$: Primitive of $\dfrac 1 {\left({a x + b}\right)^m \left({p x + q}\right)^n}$


 * $14.111$: Primitive of $\dfrac {a x + b} {p x + q}$


 * $14.112$: Primitive of $\dfrac {\left({a x + b}\right)^m} {\left({p x + q}\right)^n}$