APMA 0160 Homework 5 FOR MORE CLASSES VISIT
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APMA 0160 Homework 5 FOR MORE CLASSES VISIT
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Homework 5 due Wednesday , March 8 , 5pm Submit zipped . m files on Canvas and printed published file in 182 George St box # 15 or # 16 You are encouraged to work with other students on this assignment but you are expected to write and work on your own answers . You don ‘ t need to provide the name of students you worked with . You can find information about usage and syntax of any built-in Matlab function by typing help xfunctionnamey in the Command window , where is the space character . You are expected to submit ( I ) a zipped file containing all your . m and any . out files online on Canvas ( II ) a printout of the files produced by the publish command of the filled in template and all other . m files your template uses in the dropbox in 182 George St lobby (# 15 for S01 and # 16 for S02 ) Late homework will not be accepted without proper justification . Problem 1 : Lagrangian interpolation For this problem , you will find the unique polynomial of degree n , Πn , that goes through a set of datapoints tpxk , yk qunk0 using Lagrangian interpolation . You will also measure the maximum error in a given interval , assuming that yk ‘ s are values of the Runge ‘ s function . Write a Matlab function with the definition function [ LPvalues ] = LagrangePoly ( xdata , ydata , xgrid )