The lu() function in MATLAB calculates the upper triangular matrix (UTM) resulting from Gaussian elimination. Use this function to calculate the UTM for the matrix below (where j is the imaginary unit) and present a screenshot of the MATLAB output window with the solution. 1-j 1 2 -j 1-j 0 2+j 2 Perform the same calculation by hand such that you achieve exactly the same solution as given by MATLAB. Show all calculation steps and give explanatory notes where appropriate. Hint: In order to achieve an identical result to MATLAB you will need to take an algorithmic approach, i.e. a process that repeats the same simple operation

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter7: Systems Of Equations And Inequalities
Section7.7: Solving Systems With Inverses
Problem 5SE: Can a matrix with zeros on the diagonal have an inverse? If so, find an example. If not, prove why...
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The lu() function in MATLAB calculates the upper triangular matrix (UTM) resulting from Gaussian
elimination. Use this function to calculate the UTM for the matrix below (where j is the imaginary
unit) and present a screenshot of the MATLAB output window with the solution.
1-j
1
2
-j
1-j
0
2+j
2
Perform the same calculation by hand such that you achieve exactly the same solution as given by
MATLAB. Show all calculation steps and give explanatory notes where appropriate. Hint: In order to
achieve an identical result to MATLAB you will need to take an algorithmic approach, i.e. a process
that repeats the same simple operation
Transcribed Image Text:The lu() function in MATLAB calculates the upper triangular matrix (UTM) resulting from Gaussian elimination. Use this function to calculate the UTM for the matrix below (where j is the imaginary unit) and present a screenshot of the MATLAB output window with the solution. 1-j 1 2 -j 1-j 0 2+j 2 Perform the same calculation by hand such that you achieve exactly the same solution as given by MATLAB. Show all calculation steps and give explanatory notes where appropriate. Hint: In order to achieve an identical result to MATLAB you will need to take an algorithmic approach, i.e. a process that repeats the same simple operation
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