Write a MATLAB script to visualize a $3$D plot of a parametric surface representing a twisted torus. The parametric equations for a twisted torus are given by:

x$($u$,$v$)=($R$+$rcos$($kv$))$cos$($u$)$

y$($u$,$v$)=($R$+$rcos$($kv$))$sin$($u$)$

z$($u$,$v$)=$rsin$($kv$)$

Generate a $3$D surface plot for the twisted torus by varying u in the range $[0,2\backslash$pi $]$ ?and v in the range $[0,2\backslash$pi $].$ ?Assume R$=2($major radius$),$r$=1($minor radius$),$ ?and k$=3($twist factor$).$ ?Include labels for the axes and a title for the plot.

2 Z-axis -2 3D Parametric Surface: Twisted Torus Y-axis 24 X-axis 3