Triple Integral Over Parallelepiped - Maple Help

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Iterated Integral over a Rectangular Parallelepiped

 Description Integrate a function over a rectangular parallelepiped.

Enter the function as an expression.

 >
 ${x}{}{y}{}{z}$ (1)

Enter the ranges of the parallelepiped.

 > ${1}{..}{2}{,}{3}{..}{4}{,}{5}{..}{6}$
 ${1}{..}{2}{,}{3}{..}{4}{,}{5}{..}{6}$ (2)

Integrate the function over the parallelepiped.

 > $\mathrm{VectorCalculus}\left[\mathrm{int}\right]\left(,\left[{x}{,}{y}{,}{z}\right]=\mathrm{Parallelepiped}\left(\right)\right)$
 $\frac{{231}}{{8}}$ (3)
 Commands Used