MATH1030T2  Linear Algebra I  2017/18
Announcement
 Midterm 1 info and review (Last updated: Feb 11) [Download file]
 Midterm 1 sample (Last updated: Feb 11) [Download file]
 Midterm 1 with solution (for reference only) [Download file]
 Midterm 2 info and review [Download file]
 Midterm 2 sample [Download file]
 CW10 (please hand it in next tutorial section, if your tutorial is on Thu) [Download file]
 Midterm 2 with solution (reference only) [Download file]
 Final info and review [Download file]
 Final sample (questions only) [Download file]
 Final sample (questions and answers) (ans are for reference only) [Download file]
 CW13 (due: April 26 noon) [Download file]
General Information
Lecturer

LI, Charles (coordinator)
 Office: LSB218
 Email:

CHAN, Kwok Wai
 Office: LSB 212
 Email:

LI, Martin
 Office: LSB 236
 Email:
Teaching Assistant

LEUNG LIU, Yusan
 Office: LSB 222B
 Email:

LI, Lok Tung
 Office: AB1 407A
 Email:

LIU, Nan
 Office: LSB 222B
 Email:

SONG, Chen
 Office: AB1 505
 Email:

YAU, Yu Tung
 Office: AB1 505
 Email:
Time and Venue
 Lecture:
 Sect D Tu 5:30PM  6:15PM YIA503; Th 2:30PM  4:15PM WMY304
 Sect E Tu 2:30PM  4:15PM YIA LT4; Th 5:30PM  6:15PM, YIA LT6
 Sect F Tu 8:30AM  10:15AM YIA LT8, Th 9:30AM  10:15AM YIA LT8
 Tutorial:
 Tu 1:30PM  2:15PM YIA LT8
 Tu 4:30PM  5:15PM YIA LT4
 Th 8:30AM  9:15AM YIA LT8
 Th 10:30AM  11:15AM YIA LT8
 Th 1:30PM  2:15PM YIA LT5
 Th 4:30PM  5:15PM YIA 405
Textbooks
 Strang, Linear Algebra and its applications, Fourth edition
 Beezer, A first course in Linear algebra. Ver 3.5. Downloadable at here
References
 Reference book (especially for those who wants to major in mathematics) Friedberg, Insel, Spence, Linear Algebra, 4th edition, Prentice Hall
Lecture Notes
 Lecture 1: Technique of solving system of linear equations
 Lecture 2: Geometric interpretation of linear equations and vector spaces
 Lecture 3: System of linear equations
 Lecture 4: Matrices
 Lecture 5: more about matrices
 Lecture 6: Reduced Row echelon forms
 Lecture 7: Type of solution sets
 Lecture 8: Homogeneous Systems of Equations and non singular matrices
 Lecture 9: Vector spaces and subspaces
 Lecture 10: Linear combinations
 Lecture 11: Spanning Sets
 Lecture 12: Linear independence
 Lecture 13: Linear Dependence and Span (you can skip sect 3, the uniqueness of RREF)
 Lecture 14: column and row spaces
 Lecture 15: basis
 Lecture 16: Linear transformations and change of basis (skip)
 Lecture 17: Inverse
 Lecture 18: Determinant (Last updated: Mar 22)
 Lecture 19: Eigenvalues and eigenvectors
 Lecture 20 : Inner product (Last updated: April 20)
 Websites or software for linear algebra (optional)
Assignments
 CW1 solution (reference only)
 CW2 solution (reference only) (last updated: Feb 23 on Q10c)
 CW3 solution (reference only)
 CW4 Solution (reference only)
 CW5 Solution (reference only)
 CW6 Solution (reference only)
 CW7 Solution (reference only)
 CW8 Solution (reference only)
 CW9 Solution (reference only)
 CW10 Solution (reference only)
 CW11 Solution (reference only)
 CW12 Solution (reference only)
Assessment Scheme
Tutorial Classwork, max 10pts. Classworks will be given during tutorial. Each classwork counts 1pt. There are about 1213 tutorals and you need to attend at least 10 of the tutorials.  10%  
Midterm 1 (Mar 1 Thu) 7:309:30pm, Sect D and E LSB LT1, Sect F LSB LT6  17.5%  
Midterm 2 (Mar 27 Tue) starts from 7:30pm, LSK LT5  17.5%  
Final  55% 
Assessment Policy Last updated: April 20, 2018 15:23:18