Problem $4/$Mat labGrader $(5$ points, CCO #$1$& #$11)$

Write a script to graph the absolute of the true relative error of Eq$.(1)$ for ${10}^{-2}x{10}^2$ and $N=5,10,$ and $30$ in a single figure. Use linear scales for both plot axis and $501$ logarithmically spaced points for $x$ as in problem $3.$

Notes for the MatlabGrader script submission:

Comment out clear or clear all in your script when submitting to MatlabGrader.

Generate and store the figure handle examFig$2$ for the graph before doing any plotting commands, using examFig$2=$ figure$(2)$;

Properly label both axis using the appropriate variable names $(x,|$true relative error $|||)$;

See notes for Problem $3$; $lnx$~~${\displaystyle \underset{n=0}{\overset{N}{}}}\frac{2(x-1{)}^{2n+1}}{(2n+1)(x+1{)}^{2n+1}}$ Problem $4/$ Mat labGrader $(5$ points, CCO #$1$& #$11)$

Write a script to graph the absolute of the true relative error of Eq$.(1)$ for ${10}^{-2}x{10}^2$ and $N=5,10,$ and $30$ in a single

figure. Use linear scales for both plot axis and $501$ logarithmically spaced points for $x$ as in problem $3.$

Notes for the MatlabGrader script submission:

Comment out clear or clear all in your script when submitting to MatlabGrader.

Generate and store the figure handle examFig$2$ for the graph before doing any plotting commands, using

examFig$2=$ figure $(2)$;

Properly label both axis using the appropriate variable names $(x,|$true relative error$|)$;