Mine is 201305610 so last 4 digits are 5+6+1+0
objective: To investigate the approximation of functions by Maclaurin and Taylor series using MatLab sum of the last four digits of your student ID for example if ID 2011 45630 sum will be 5-6+3+0 so on- 14 Define your constant n Declare your variable x(as your symbolic variable with matlab) I. Consider the function fo) sin(a) a. Define the function (as inline function with matlab) b. Compute with matlab P3, P5 and Pn the Maclaurin polynomial of ofdegree 3.5 and n respectively. c. Plot fix) with each of those polynomial noting that as the taylor polynomial with highest degree get closer to the function within the interval of convergence. 2. Consider the function fo log(x) a. Define the function (as inline function with matlab) b. Compute with matlab T3, T5 and Tin the Taylor polynomial of fC) of degree 3,5 and n respectively at 1 c. Plot fix) with each of those polynomial, noting that as the taylor polynomial with highest degree get closer to the function within the interval of convergence. Deadline for submission: 02/06/2017 You should submit to mamujeeb khan@qu.edu.ga: both the manlab scrip file and the graph that get both files your name. IDand the name of your Calculus Professor should be stated clearly.
