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Solve this Python coding TUNUBU UY Jupyter laowork-04 Antonio-Copy Last Checkpoint: an hour ago (autosaved) chen-3170/02/11 File Edit View Insert Help Cell M Run Kernel

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Solve this Python coding

TUNUBU UY Jupyter laowork-04 Antonio-Copy Last Checkpoint: an hour ago (autosaved) chen-3170/02/11 File Edit View Insert Help Cell M Run Kernel C Azure Widgets Code lot Trusted Python 3 O + * D Enter/Exit RISE Slideshow Assignment 3 (20 pts): For each item below respond in a separate notebook cell. 3.1) Compute and print the rank(SS). What insight does the result give you? 3.2) Compute and print the solution of SS' x=b for an arbitrary b and also compute and print the norm . 3.3) Plot the components of X. 3.4) Permute the second and last rows of SS using a permutation matrix, i.e. PSS and print all three matrices. 3.5) Compute and print the solution of PSS' y b, and also compute and print its normell. Compare y to x and explain any differences. If there is any difference how would you fix the problem and make y = x?! 3.6) Compute the PLU factorization of SS". Verify SS" =PLU. Show your results with print statements. rank (SST) - 8 Insight: The matrix is full rank and if the matrix is used as a matrix of coefficients of a linear algebraic system of equations it will provide a unique solution. J: x vector components Wint y Last Checkpoint: an hour ago (autosaved) chen-3170/02/11 View Widgets Help Not Trusted Python 3 O Edit x Insert 1 Cel N Run Kernel C Azure Code + m l Enter/Exit RISE Slideshow Insight The matrix is full rank and if the matrix is used as a matrix of coefficients of a linear algebraic system of equations will provide a una de solution In [7]: x vector components componenti componenti In [ ]: 1 3.4. In (): 1 '''3.5'' Explain: In [ ]: 1 '''3. TUNUBU UY Jupyter laowork-04 Antonio-Copy Last Checkpoint: an hour ago (autosaved) chen-3170/02/11 File Edit View Insert Help Cell M Run Kernel C Azure Widgets Code lot Trusted Python 3 O + * D Enter/Exit RISE Slideshow Assignment 3 (20 pts): For each item below respond in a separate notebook cell. 3.1) Compute and print the rank(SS). What insight does the result give you? 3.2) Compute and print the solution of SS' x=b for an arbitrary b and also compute and print the norm . 3.3) Plot the components of X. 3.4) Permute the second and last rows of SS using a permutation matrix, i.e. PSS and print all three matrices. 3.5) Compute and print the solution of PSS' y b, and also compute and print its normell. Compare y to x and explain any differences. If there is any difference how would you fix the problem and make y = x?! 3.6) Compute the PLU factorization of SS". Verify SS" =PLU. Show your results with print statements. rank (SST) - 8 Insight: The matrix is full rank and if the matrix is used as a matrix of coefficients of a linear algebraic system of equations it will provide a unique solution. J: x vector components Wint y Last Checkpoint: an hour ago (autosaved) chen-3170/02/11 View Widgets Help Not Trusted Python 3 O Edit x Insert 1 Cel N Run Kernel C Azure Code + m l Enter/Exit RISE Slideshow Insight The matrix is full rank and if the matrix is used as a matrix of coefficients of a linear algebraic system of equations will provide a una de solution In [7]: x vector components componenti componenti In [ ]: 1 3.4. In (): 1 '''3.5'' Explain: In [ ]: 1 '''3

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