Indefinite Triple Integral of a Multivariate Function - Maple Programming Help

Indefinite Triple Integral of a Multivariate Function

 Description Calculate the indefinite triple integral of a multivariate function.   In Typeset math, the triple integral can be set with the appropriate template in the Calculus palette.

Enter the function as an expression.

 >
 ${-}\frac{{2}}{{{x}}^{{3}}}{+}{{ⅇ}}^{{x}}{+}{2}{\mathrm{cos}}\left({y}\right){\mathrm{cos}}\left({z}\right)$ (1)

Calculate the indefinite triple integral of the function using the Calculus palette entry .

Note that the palette entry for the indefinite triple integral of the function is the 2-D math representation of the int command, where the syntax of the int command is int(expression,[x,y,z]).

 > $\int \int \int ⅆ{x}ⅆ{y}ⅆ{z}$
 $\frac{{y}{z}}{{{x}}^{{2}}}{+}{{ⅇ}}^{{x}}{y}{z}{+}{2}{\mathrm{sin}}\left({y}\right){\mathrm{sin}}\left({z}\right){x}$ (2)
 Commands Used