Question 1. For this test, you need to write two functions: polyNewton (X,Y) and interpNewton(a,x,x).X and Y are vectors which contains the values to be interpolated. polyNewton (X,Y) returns a vector withthe coefficients of the Newton's polynomial. interpNewton (a, X,x) uses the output of polyNewton andX to calculate the interpolated values at points contained in x. The twist is that you are allowed one andonly ONE for-loop in each function AND you are not allowed to allocate any extra memory aside froma, which stores the output in polyNewton, and y which stores the output in interpNewton (the dummy% Newton's Polynomial solverX=sort(rand([10,1])*2*pi);Y=sin(X);%(X,Y) are the points to interpolate.x=linspace(0,2*pi,200);a=polyNewton(X,Y);y=arrayfun(@(x) interpNewton(a,x,x), x);function a=polyNewton(X,Y)a=zeros(size(Y));endfunction y-interpNewton(a,x,x)end

Here is an example of how the two functions,\ function a = polyNewton(X,Y) n = length(X); a = Y; for…

For this test, you need to write two functions: polyNewton (X,Y) and interpNewton(a,x,x) vectors which contains the values to be interpolated. polyNewton (X,Y) returns a vector with s of the Newton's polynomial. interpNewton (a,x,x) uses the output of polyNewton and e the interpolated values at points contained in x. The twist is that you are allowed one and -loop in each function AND you are not allowed to allocate any extra memory aside from es the output in polyNewton, and y which stores the output in interpNewton (the dummy

For this test, you need to write two functions: polyNewton (X,Y) and interpNewton(a,x,x) vectors which contains the values to be interpolated. polyNewton (X,Y) returns a vector with s of the Newton's polynomial. interpNewton (a,x,x) uses the output of polyNewton and e the interpolated values at points contained in x. The twist is that you are allowed one and -loop in each function AND you are not allowed to allocate any extra memory aside from es the output in polyNewton, and y which stores the output in interpNewton (the dummy

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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