Surface Integration of a Function on a Surface Defined over a Disk - Maple Help

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Surface Integration of a Function on a Surface Defined over a Disk

 Description Formulate and evaluate the surface integral of $f\left(x,y,z\right)$ on a surface defined over a disk, or sector thereof.



Surface Integral on a Surface Defined over a Disk

 Integrand $f\left(x,y,z\right)=$

 Surface

 Center $\left(h,k\right)$: $h=$ $k=$ Radius: $r=$ From $\mathrm{θ}=$  to $\mathrm{θ}=$













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