In this assignment, we use soft$-$ware packages to build visualizations of different coordinate systems

For Prolate spheroidal coordinate $\{u,v,\}$

$x=$asinhusinvcos$,y=$acoshucosv,$z=$asinhusinvsin$$;

$u0,0v,0<mn\; id="EditorElement\_6833555">2</mn><mi\; id="EditorElement\_6833557"></mi>$

$1-$ Register in Wolfram cloud

$2-$ Use 'ParametricPlot $3$D$\text{'}$ to visualize $uv$ surfaces by taking $=$ const, for five suitable vales.

$3-$ Use 'ParametricPlot $3$D$\text{'}$ to visualize $u$ surfaces by taking $v=$ const, for five suitable vales.

$4-$ Use 'ParametricPlot $3$D$\text{'}$ to visualize $v$ surfaces by taking $u=$ const, for five suitable vales.

$5-$ Change the Mathematica file to PDF$,$ then upload in Black Board.