Triple Integral Over Sphere - Maple Help

Iterated Integral over a Sphere

 Description Integrate a function over a sphere.

Enter the function as an expression.

 > ${\left({x}{+}{y}{+}{z}\right)}^{{2}}$
 ${\left({x}{+}{y}{+}{z}\right)}^{{2}}$ (1)

Enter the center of the sphere.

 > $⟨{0}{,}{0}{,}{0}⟩$
 $\left[\begin{array}{r}{0}\\ {0}\\ {0}\end{array}\right]$ (2)

Enter the radius of the sphere.

 > ${1}$
 ${1}$ (3)

Integrate the function over the sphere.

 > $\mathrm{VectorCalculus}\left[\mathrm{int}\right]\left(,\left[{x}{,}{y}{,}{z}\right]=\mathrm{Sphere}\left(,\right)\right)$
 $\frac{{4}}{{5}}{}{\mathrm{π}}$ (4)
 Commands Used