Book:Murray R. Spiegel/Mathematical Handbook of Formulas and Tables/Chapter 14/Integrals Involving Inverse Hyperbolic Functions

Integrals Involving Inverse Trigonometrical Functions

 * $14.646$: Primitive of $\sinh^{-1} \dfrac x a$


 * $14.647$: Primitive of $x \sinh^{-1} \dfrac x a$


 * $14.648$: Primitive of $x^2 \sinh^{-1} \dfrac x a$


 * $14.649$: Primitive of $\dfrac {\sinh^{-1} \dfrac x a} x$


 * $14.650$: Primitive of $\dfrac {\sinh^{-1} \dfrac x a} {x^2}$


 * $14.651$: Primitive of $\cosh^{-1} \dfrac x a$


 * $14.652$: Primitive of $x \cosh^{-1} \dfrac x a$


 * $14.653$: Primitive of $x^2 \cosh^{-1} \dfrac x a$


 * $14.654$: Primitive of $\dfrac {\cosh^{-1} \dfrac x a} x$


 * $14.655$: Primitive of $\dfrac {\cosh^{-1} \dfrac x a} {x^2}$


 * $14.656$: Primitive of $\tanh^{-1} \dfrac x a$


 * $14.657$: Primitive of $x \tanh^{-1} \dfrac x a$


 * $14.658$: Primitive of $x^2 \tanh^{-1} \dfrac x a$


 * $14.659$: Primitive of $\dfrac {\tanh^{-1} \dfrac x a} x$


 * $14.660$: Primitive of $\dfrac {\tanh^{-1} \dfrac x a} {x^2}$


 * $14.661$: Primitive of $\coth^{-1} \dfrac x a$


 * $14.662$: Primitive of $x \coth^{-1} \dfrac x a$


 * $14.663$: Primitive of $x^2 \coth^{-1} \dfrac x a$


 * $14.664$: Primitive of $\dfrac {\coth^{-1} \dfrac x a} x$


 * $14.665$: Primitive of $\dfrac {\coth^{-1} \dfrac x a} {x^2}$


 * $14.666$: Primitive of $\operatorname{sech}^{-1} \dfrac x a$


 * $14.667$: Primitive of $x \operatorname{sech}^{-1} \dfrac x a$


 * $14.668$: Primitive of $\dfrac {\operatorname{sech}^{-1} \dfrac x a} x$


 * $14.669$: Primitive of $\operatorname{csch}^{-1} \dfrac x a$


 * $14.670$: Primitive of $x \operatorname{csch}^{-1} \dfrac x a$


 * $14.671$: Primitive of $\dfrac {\operatorname{csch}^{-1} \dfrac x a} x$


 * $14.672$: Primitive of $x^m \sinh^{-1} \dfrac x a$


 * $14.673$: Primitive of $x^m \cosh^{-1} \dfrac x a$


 * $14.674$: Primitive of $x^m \tanh^{-1} \dfrac x a$


 * $14.675$: Primitive of $x^m \coth^{-1} \dfrac x a$


 * $14.676$: Primitive of $x^m \operatorname{sech}^{-1} \dfrac x a$


 * $14.677$: Primitive of $x^m \operatorname{csch}^{-1} \dfrac x a$