Your conclusions should be explained in a one$-$page report. Your report must include the following:

$($a$)$ Representative plots of the output as a function of x$,$ with each plot corresponding to a

different value of n$.$

$($b$)$ A discussion of the smallest value of n after which the result of the finite$-$precision computation

begins to differ from exact arithmetic computation.

$($c$)$ A discussion of the limiting behaviour for large n$.$

$($d$)$ A brief explanation as to why computing in floating point arithmetic leads to the results you

have found.

Partial code for this assignment can be found in the file FloatPt.m on Canvas. I suggest using this

as your starting point. If you have questions about Matlab or other aspects of the assignment or

course, then I strongly encourage you to attend the tutorials and drop$-$in workshops.

$1$