Help at number 4 and 5 please. I would like to know the code for this two functions im having a bit of trouble with them 

Assigned: Nov. 4Fall 2016Due: Nov. 14E7 Homework Assignment 10:Interpolation and Root FindingThe purpose of this assignment is to practice numerical methods techniques.Note:A template will not be provided for this assignment. You still need to publish and submit your.mfile. Neatly organize it using code cells and comments as was done in the previous templates. Theautograder does not rely on the format of this file.This completed assignment, namedHW10FirstnameLastname.m, should be uploaded to bCoursesalong with the.matfile that is generated by the autograder. You may run the autograder as manytimes as you like to check your work as you complete the assignment; the.matfile will be regeneratedeach time, and your score will only be recorded based on the.matfile that you upload. You will alsopublish your.mfiles and upload a.PDFversion of the result to bCourses.Remember to upload the following to the bCourses website:•HW10FirstnameLastname.m•HW10FirstnameLastname.pdf•HW10Score.mat•All function files that you are asked to createDirections to upload files can be found athttp://guides.instructure.com/s/2204/m/4212/l/54353-how-do-i-upload-a-file-to-my-assignment-submissionPart 1: Interpolation1. A Taylor series expansion about 0 (also known as MacLaurin series) for the natural logarithmfunction can be written as follows:log (1 +x) =x-x22+x33-x44+...Thisonlyworks for|x|<1(it converges slowly forx= 1).Write a functionmyTaylorwith the function declaration line(24 points)begin codefunction [y, diff_norm] = myTaylor(x, N)end code1 of 10

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