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Q3/ Create five row vectors, the first A with 6 random integer numbers between 10 and 30, the second B with 6 random numbers between -5 and 10, the third C with 6 numbers between 20 and 100, the fourth D with 6 ones, and the last E with elements (3, 6, 9, 12, 15, 18) (do not type individual elements explicitly), then do the following: 1) Combine the above vectors (A-E) to create matrix M (5x6) in which each vector above represents a row in the matrix. 2) Sort the columns of M and put the new sorted array in matrix N, then display the largest and smallest elements in each column with their positions. 3) Swap the first row of N with the last. 4) Is it possible to find the inverse of matrix M? why?

Q3/ Create five row vectors, the first A with 6 random integer numbers between 10 and 30, the second B with 6 random numbers between -5 and 10, the third C with 6 numbers between 20 and 100, the fourth D with 6 ones, and the last E with elements (3, 6, 9, 12, 15, 18) (do not type individual elements explicitly), then do the following: 1) Combine the above vectors (A-E) to create matrix M (5x6) in which each vector above represents a row in the matrix. 2) Sort the columns of M and put the new sorted array in matrix N, then display the largest and smallest elements in each column with their positions. 3) Swap the first row of N with the last. 4) Is it possible to find the inverse of matrix M? why?

Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Q3/ Create five row vectors, the first A with 6 random integer numbers between 10 and 30, the second B with 6 random numbers between -5 and 10, the third C with 6 numbers between 20 and 100, the fourth D with 6 ones, and the last E with elements (3, 6, 9, 12, 15, 18) (do not type individual elements explicitly), then do the following: 1) Combine the above vectors (A-E) to create matrix M (5x6) in which each vector above represents a row in the matrix. 2) Sort the columns of M and put the new sorted array in matrix N, then display the largest and smallest elements in each column with their positions. 3) Swap the first row of N with the last. 4) Is it possible to find the inverse of matrix M? why? 5) Which basic mathematical operations can be performed between M and N matrices?
Transcribed Image Text:Q3/ Create five row vectors, the first A with 6 random integer numbers between 10 and 30, the second B with 6 random numbers between -5 and 10, the third C with 6 numbers between 20 and 100, the fourth D with 6 ones, and the last E with elements (3, 6, 9, 12, 15, 18) (do not type individual elements explicitly), then do the following: 1) Combine the above vectors (A-E) to create matrix M (5x6) in which each vector above represents a row in the matrix. 2) Sort the columns of M and put the new sorted array in matrix N, then display the largest and smallest elements in each column with their positions. 3) Swap the first row of N with the last. 4) Is it possible to find the inverse of matrix M? why? 5) Which basic mathematical operations can be performed between M and N matrices?
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