Make the most of your available time (not in a rush: write as much as possible explanation rather than an answer). Please provide a detailed response to the second question in particular. Because I feel something similar will be on my test, but I am a little lost, I would appreciate it if you could provide as much detail as possible to assist me. O2. Give an example of a matrix, A, whose column space is in R³ and whose nullspace is in Rº.un vem daA=A =rm22 42-384 -8242 -8 -8 -3 -5-38 22-82-8-8-312-23. For your matrix above, is it true or false that Col A = R³ ? Why or why not?6O24054 -1O289There is a pivot position in each row, HerceR6124-5Day mes ar62840~[010 30 -52713maps onto TRS. Therefore Cd A= R³.-16-3 2

Answered: Image /qna-images/answer/02e55867-c539-4661-a46d-1ab1ceb66792.jpg

A= 2. Give an example of a matrix, A, whose column space is in R³ and whose null space is in Rº. T-2 4 2 38 P -3 تو دو تن 588 6 4 2 -8 -3 -5 2 2 2 2 3. For your matrix above, is it true or false that Col A = R³ ? Why or why not? 6 Jul 2 -82 -8-3 12-2 I 2010 4 -5 2 89 and 40 O O 10 05 4 -1 30 -52 13 من O There is a pivot position in each row, Hence R6 maps onto TR³. Therefore 'Cd A= R³. -16 -32

A= 2. Give an example of a matrix, A, whose column space is in R³ and whose null space is in Rº. T-2 4 2 38 P -3 تو دو تن 588 6 4 2 -8 -3 -5 2 2 2 2 3. For your matrix above, is it true or false that Col A = R³ ? Why or why not? 6 Jul 2 -82 -8-3 12-2 I 2010 4 -5 2 89 and 40 O O 10 05 4 -1 30 -52 13 من O There is a pivot position in each row, Hence R6 maps onto TR³. Therefore 'Cd A= R³. -16 -32

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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