Example 8-5-1 - Maple Help



Chapter 8: Applications of Triple Integration



Section 8.5: Changing Variables in a Triple Integral



Example 8.5.1



 Find the total mass in $R$, the interior of the ellipsoid ${\left(x/2\right)}^{2}-{\left(y/3\right)}^{2}-{\left(z/4\right)}^{2}=1$, if its density is $\mathrm{\delta }\left(x,y,z\right)=\sqrt{1-{\left(x/2\right)}^{2}-{\left(y/3\right)}^{2}-{\left(z/4\right)}^{2}}$.