Book:Murray R. Spiegel/Mathematical Handbook of Formulas and Tables/Chapter 14/Integrals Involving Exponential Function of a x

Integrals Involving $e^{a x}$

 * $14.509$: Primitive of $e^{a x}$


 * $14.510$: Primitive of $x e^{a x}$


 * $14.511$: Primitive of $x^2 e^{a x}$


 * $14.512$: Primitive of $x^n e^{a x}$


 * $14.513$: Primitive of $\dfrac {e^{a x}} x$


 * $14.514$: Primitive of $\dfrac {e^{a x}} {x^n}$


 * $14.515$: Primitive of $\dfrac 1 {p + q e^{a x}}$


 * $14.516$: Primitive of $\dfrac 1 {\left({p + q e^{a x}}\right)^2}$


 * $14.517$: Primitive of $\dfrac 1 {p e^{a x} + q e^{-a x}}$


 * $14.518$: Primitive of $e^{a x} \sin b x$


 * $14.519$: Primitive of $e^{a x} \cos b x$


 * $14.520$: Primitive of $x e^{a x} \sin b x$


 * $14.521$: Primitive of $x e^{a x} \cos b x$


 * $14.522$: Primitive of $e^{a x} \ln x$


 * $14.523$: Primitive of $e^{a x} \sin^n b x$


 * $14.524$: Primitive of $e^{a x} \cos^n b x$