Consider the following equation:

f$($x$)=2$x $\backslash$pi $^2$

Assume f$(0)=0,$ plot both f$($x$)$ and its anti$-$derivative on the graph for x $=-2$ to $2.$ Label the plots

and provide a suitable legend. Then print out ONLY the intersection point$($s$)$ for f$($x$)$ and f$($x$)$ for

the above specified range.

$($Submit your script file for QUESTION $3$