Math 309 Homework, Spring 2013


Homework #1, due Wednesday January 23. Solutions  ; the solution of problem 2 there contains arithmetic mistakes: the right answer should be (1,2,-2,1,-1), see corrected solution of problem 2 ;
Homework #2, due Wednesday January 30. Solutions;
Homework #3, due Wednesday February 6 (the submission is postponed to February 6) Solutions; the solution of problem 5 there contains an arithmetic mistake (from the beginning in (3,3) entry of the marix A it is used 2 instead of -2: the right answer should be (1,1,2), see corrected solution of problem 5;
Homework #4, due either Friday February 15 with stimulus of an  additional 5% of the grade or Monday February 18 without this stimulus (for more detailed explanations see the Class Announcements of Wednesday, February 13). Solutions (Correction: on page 5 there in the middle 1(a) is 1(c); Remark: in problem 10 you also can argue that axion A6 fails)
Homework #5, due Monday February 25 with stimulus of an  additional 10% of the grade or Wednesday February 27 without this stimulus (for more detailed explanations see the Class Announcements of Friday, February 22) Solutions

Homework #6, due Wednesday, March 5Solutions were sent to you by email on Wednesday, March 6. (Correction: on page 3, problem 4 (exercise 13, p. 160) of the book it should be : (1,2,1)^T is a particular solution of Ax=b=> (1,2,1)^T+C_1(1,1,2)^T+C_2(1,0,-1)^T is the general solution of Ax=b) 

Homework #7, due Wednesday, March 20. Solutions

Homework #8, due Wednesday, March 27 Solutions were sent to you by email on Wednesday, March 27.

Homework #9, due Monday, April 8. Solutions

Homework #10, due Friday, April 19. Solutions were sent to you by email on Sunday, April 21

Homework #11, due Wednesday, April 24. Solutions

Homework #12, bonus homework. Material for the first two problems is included in the final. Submit it on Friday, May 3 2013 between 10 a.m.-13 p.m. to my office, Milner 324, or slide it under my office door but not later than on the same day, May 1 2013. Solutions of problems 1 and 2

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