use matlab or octave to code. DO NOT use if statements, while or for loops, reshape or randperm commands.

7. (Taylor Exponential) The mth partial sum of the Taylor expansion for et is given by mak k! k=0 In this problem you will produce a single plot on the interval [a, b] with spacing given by ba of the partial sums for m = 0,1, 2, 3, 4. . taylor_plot Function: Input variables: a scalar representing a a scalar representing b an integer scalar n representing that we wish to use a spacing between our x points of b- Plots produced: produce a single plot of all the desired partial sums (choose a different color for each curve) Output variables: a vector representing the y values plotted for the final partial sum 22 A possible sample case is: >> y = taylor_plot(-1, 1, 5) y = 0.37500 0.54940 0.81873 1.22140 1.82140 2.70833 Plots produced: produce a single plot of all the desired partial sums (choose a different color for each curve) Output variables: a vector representing the y values plotted for the final partial sum . A possible sample case is: >> y = taylor_plot(-1, 1, 5) 0.37500 0.54940 0.81873 1.22140 1.82140 2.70833 25 05 0.5 0.5