Write a python program to find the area $($integration$)$ under the Curve

a between x $=0$ and x $=10$ f$($x$)=$ e $^(1/5)*$ cos$(($pi$*$x$)/5)$

Make a plot of the area as a function of the number of trapezoids.

Use a minimum of $5$ and a maximum of $100$ inscribed trapezoids.

Note the integration according to the trapezoidal rule is given by:

f$($a$,$ b$)=$ h$[1/2*$ f$($a$)+1/2*$ f$($b$)+$ sum j $=1$ to N $-1$ f $*($a $+$ kh$)]$