Math 333 Linear Algebra  Fall 2015
Instructor 

Textbook 
Elementary Linear Algebra 11th ed., Howard Anton  (124182$ at Bookstore) 
Office Hours 
Schedule (Wil 2236) 
Classroom 
TR 12:151:30pm (Wil 1115) 
Grading
The course percent is determined from Homework, a Midterm and a Final respectively worth 200, 100 and 100 points. The course percentage is then:
% = (M+F+HW)/4
The final is not comprehensive. Both the midterm and final are inclass open note exams 1hr and 15min long. Homework and exam details will be posted below later.
Final Exam: Monday, Dec 7 2:003:50pm in regular classroom
Grades: Grades are posted in MYINFO as of Wed 12/9 10am.
Schedule
Section  Topic  Notes  

1.1  Review  Linear Systems  M333_1 
1.2  Review  Gaussian Elimination  M333_2 
1.3  Review  Matrix operations  M333_3 
1.4  Review  Matrix inverses and algebraic properties  
1.5  New  Elementary Matrices  
1.7  Review  Diagonal, Triangular, Symmetric Matrices  
1.8  New  Matrix Transformations  
2.1  Review  Calculating Determinants  
2.3  Review  Properties of Determinants  
3.1  Review  Euclidean Vectors in R^n  M333_4 
3.2  Review  Dot products, Norms in R^n  
3.3  Review  Orthogonality and Projections in R^n  
4.1  New  Real Vector Spaces  M333_5 Vector_Space_Defn 
4.2  New  Subspaces  M333_6 
4.3  New  Linear Independence  
4.4  New  Coordinates and Basis  M333_7 
4.5  New  Dimension  
4.6  New  Change of Basis  M333_7b 
4.7  Review  Rank, Nullity of Matrix Spaces  
4.8  Review  Orthogonal Complements and Fundamental Matrices  M333_8 
4.9  New  Basic Matrix transformations  M333_9 
4.10  New  Properties of Matrix Transformations  
6.1  New  Inner Products on Vector Spaces  M333_10 
6.2  New  Orthogonality and Orthogonal Complements  
6.3  New  Orthogonal Bases, Projections and Gram Schmidt  M333_11 M333_11b M333_11c 
6.4  New  Least Squares Approximations  M333_12 
M333_LS  
6.5  Skipping  Fourier Series Introduction  
8.1  New  General Linear Transformations  M333_13 
8.2  New  Compositions and Inverse Transformations  M33_14 
8.3  New  Isomorphisms  
8.4  New  Matrices for General Linear Transformations 
Homework
Due date  Description  File  

Homework 1  Sept 10  1.11.4 of textbook  HW1 
Errata: For question 9) the lower right diagonal should be "8" not "9".....as in a_33=8. HW1 posted above has this correction in it.  
Homework 2 
Sept 24  1.61.8 of textbook, determinants and matrix transformations  HW2 
Homework 3  Oct 15  Vector spaces, subspaces, span, linear independence, coordinates, bases  HW3 
Homework 4  Nov 12  Inner Products, Orthogonal Complements, Projections  HW4 
Homework 5  Dec 1 
GramSchmidt, Projection transformations, Least Squares, General 
HW5 
Exams
Date  Description  

Midterm 1 
Oct 22 

Final 
Monday 

Calendar
Below is a calendar showing homework due dates and exam dates (once announced).
Exams & Midterms
Midterm 1
Note: TBA
Final
Note: TBA