Cylindrical - Maple Help

Visualizing Regions of Integration in Cylindrical Coordinates

 Description Working in cylindrical coordinates $r,\mathrm{θ}$, and $z$, select a volume element $\mathrm{dv}$. (There are six possible choices: , , , , , .)   Enter an integrand and the appropriate bounds of integration.   Compute the value of the integral either exactly or numerically.   Obtain a graph of the 3-D region determined by the limits of integration. The bounding faces for the region of integration are drawn with the following color-coding: .



Evaluate  and Graph $R$

 Volume Element $\mathrm{dv}$

, where $\mathrm{Ψ}=$

 $F=$ $G=$ $b=$ $f=$ $g=$ $a=$

 Commands Used
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