Question

I'm trying to enter gram schmidt into matlab for C but it doesn't work. can anyone help please it work for B for me but i don't how to get C. pretty much I'm trying get C equation into a calculator if that make sense.

Chapter 4.4, Problem 22P (1 Bookmark) Show A=a Therefore ATb ATA Now Ab [ 1 21 0 Therefore B=b-0 0 And, Are , Be AAB' B Now Clear Favorites Show kyle Clear Feedback History Commands* E-ot preferences Add-ons Help Leam MATLAB ODE ENVIRONMENT RESOURCES New to MATLAB? See resources for Getting Started Error: Invalid expression. When calling a function or indexing a variable, use parentheses. otherwise, check for mismatched deliniters Error: Invalid expression. When calling a function or indexing a variable, use parentheses. otherwise, check for mismatched delim iters 2.6667 .3333 2.3333 expression. check for missing multiplication operator, missing or unbalanced delimiters, or other syntax error. To construct matrices, use Error: Invalid parentheses 7:35 AM 4/25/20194

Answer 1

Matlab code for Gram Schmidt orthogonalization clear all close all %Provide your original a, b and c vectors sprinting the vectors fprintf( "vector a =\n') disp (a) printing the vectors fprintf( 'Vector b -In disp (b) sprinting the vectors fprint f ( "vector c =\n') disp(c) Gram Schmidt process %Let orthogonal vectors can be represents as A, B and C printing the results fprintf( After Gram Schmidt orthogonalization\n) printing the vectors fprintf(Vector A n') disp (A) printing the vectors fprintf( "vector B =\n') disp (B) printing the vectors fprint f ('vector C-\n' ) disp (C) ,,8888888888 88 End of Code 움88888888888888 Vector a - Vector b - vector c

After Gram Schmidt orthogonalization Vector A - Vector B -1 VectorC 0.3333 0.3333 -0. 3333 Published with MATLAB R2018a

%Change value of a, b and c as per the requirement

%Here c value is not given so i assumed c=[1;1;1];

%%Matlab code for Gram Schmidt orthogonalization
clear all
close all

%Provide your original a, b and c vectors
a=[1; 1; 2];
b=[1; -1; 0];
c=[1; 1; 1];

%printing the vectors
fprintf('Vector a =\n')
disp(a)
%printing the vectors
fprintf('Vector b =\n')
disp(b)
%printing the vectors
fprintf('Vector c =\n')
disp(c)

%Gram Schmidt process
%Let orthogonal vectors can be represents as A, B and C
A=a;

B=b-((A'*b)/(A'*A))*A;

C=c-((A'*c)/(A'*A))*A-((B'*c)/(B'*B))*B;

%printing the results
fprintf('After Gram Schmidt orthogonalization\n')
%printing the vectors
fprintf('Vector A =\n')
disp(A)
%printing the vectors
fprintf('Vector B =\n')
disp(B)
%printing the vectors
fprintf('Vector C =\n')
disp(C)

%%%%%%%%%%%%%%%% End of Code %%%%%%%%%%%%%%%