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Gilbert Strang Linear Algebra and Its Applications. 4th edition 2006 Thomson web page |
Announcements:
Percentage Range | Letter Grade |
96-100 | A+ |
92-95 | A |
89-91 | A- |
84-88 | B+ |
79-83 | B |
74-78 | B- |
69-73 | C+ |
64-68 | C |
59-63 | C- |
50-58 | D |
0-49 | F |
Quizzes, homework, midterms :
Item | Due Date | PDF file | Comments |
Quiz 1 | Friday, October 5 | quiz1.pdf | The first quiz with solutions; corrected Oct 8 |
Quiz 2 | Friday, October 12 | quiz2.pdf | |
Homework 1 | Monday, October 15 | homework1.pdf | Hand it in during the lecture on October 15; re-posted with solutions on Oct 15; note that we will grade only questions 1,4,5 — we will not grade 2 & 3 |
Midterm 1 | Friday, October 19 | midterm1.pdf | Solution to problem 2 corrected; the first entry of the first vector of N(A) was wrong |
Quiz 3 | Friday, October 26 | quiz3.pdf | |
Homework 2 | Monday, October 29 | homework2.pdf | Solutions added on Oct 29 |
Quiz 4 | Friday, November 2 | quiz4.pdf | |
Quiz 5 | Friday, November 9 | quiz5.pdf | |
Homework 3 | Wednesday, November 14 | homework3.pdf | Corrections in questions 1 & 2: one of the matrix entries in 1, and added absolute values in 2 — thanks Janine for pointing it out |
Midterm 2 | Friday, November 16 | midterm2.pdf | |
Quiz 6 | Wednesday, November 21 | quiz6.pdf | |
Homework 4 | Monday, November 26 | homework4.pdf | |
Quiz 7 | Friday, November 30 | quiz7.pdf | As the lecture run a bit longer than expected, I only asked that the first part of the proof be given: that any matrix has at least one unit eigenvector; this is the crucial observation. |
Homework 5 | Friday, December 7 | homework5.pdf | Solutions added on Dec 7 |
Final Exam | Friday, December 14 | exam.pdf | The exam will take place in PCYNH 122, the usual lecture room, 3-6pm. |