Math 308 D, Spring 2008
Instructor: Emmanouil
(Manolis) Milakis
Office: Padelford Hall C-332
E-mail: milakis@math.washington.edu
Office hours: Thursday 12-2 or by appointment.
Course Webpage: http://www.math.washington.edu/~milakis/Courses/308/308Spring08.htm
Text: Introduction to Linear Algebra (5th Edition) by Johnson,
Reiss and Arnold. We will cover (most of) Chapters 1, 3 and 4.
Lectures: Monday, Wednesday, Friday 10:30-11:20 in CMU B006.
Exams: There will be two midterm exams and a final exam.
- The first midterm is
scheduled for Wednesday April 23rd.
- The second midterm is
scheduled for Wednesday May 21st.
- Final Exam
: JUNE 09, 2008, 8:30-10:20 in CMU B006.
Homework:
Homework assignments are due on Mondays at the
beginning of class (see homework Schedule below). Each student must turn
in his/her own assignment.
Homework
Schedule
Grades: Course grades will be computed on the following basis:
- Homework 15%,
- Midterms 20% each,
- Final exam 45%.
Calculator
and notes policy in exams.
Calculators are NOT allowed. One 8 x 11.5 sheet of handwritten notes is
allowed on the midterms (one side) and on the final exam (both sides ok). In
each of homework assignments, midterms and final exams you have to show
all your work and support your reasoning in order to
get full credit.
Syllabus
for Math 308 course offered at the University
of Washington.
Calendar/Announcements: (check here for up-to-date information about the
course)
5/9/2008 Linear Transformations. Examples
Practice problems (not collected or graded), Section 3.7: 1, 3, 7, 18, 19, 26, 30.
5/7/2008
Orthogonal-Orthonormal Bases,
Gram-Schmidt Method. Practice problems (not collected or graded), Section
3.6: 1, 6, 9, 15, 22.
HW5
is posted in Homework
Schedule and is due on Monday 5/12/2008.
5/5/2008
Basis and Dimension of a subspace. Examples
Practice problems (not collected or graded), Section 3.5: 4, 10, 13, 26, 31, 37.
5/2/2008: Basis of a subspace. Examples. Practice problems (not collected or graded), Section 3.4: 1, 5, 9, 11, 28, 33, 36.
4/30/2008: Kernel and range of a matrix. Practice problems (not collected or graded), Section 3.3: 1, 3, 13, 17, 23, 29, 35.
4/28/2008
Subspaces, Span
of a set of vectors. HW4
is posted in Homework
Schedule and is due on Monday 5/5/2008.
Practice problems (not
collected or graded),
Section
3.2: 1, 7, 9, 15, 27.
4/25/2008: We solved problems from the first midterm. Introduction to the vector space R^n.
Practice problems (not collected or graded), Section 3.1: 1, 3,
5, 9, 13, 15, 23.
4/23/2008: Midterm 1-Grades.
4/21/2008: Review Session-Chapter 1. Extra
Office Hours : Monday 4/21,
11:30-2:00 and Tuesday 4/22, 11:30-2:00.
4/18/2008: The first
midterm will cover Chapter 1 and is scheduled for Wednesday 4/23/2008
during lecture time in
CMU B006. Please read the
Calculator
and notes policy above. You
can find a midterm exam I gave during Winter 2007 here.
4/16/2008: Properties on inverses. Examples. HW3
is posted in Homework
Schedule and is due on
Monday 4/21/2008.
4/14/2008: Nonsingular matrices, Inverse of a
matrix. Applications. Practice
problems (not collected or graded), Section
1.8: 5, 7, 9, 27, 30. Section 1.9: 3, 9, 13,
26, 31, 46, 71, 74.
4/11/2008: Linear Independence, Non-Singular matrices and
applications. Practice problems (not collected or graded), Section
1.7: 1, 19, 39, 43, 53.
4/9/2008: Matrix operations,
transpose of a matrix and symmetric matrices. Examples.
Practice problems (not collected or graded), Section 1.6:
1, 3, 9, 11,
21, 29, 39, 45. HW2
is posted in Homework
Schedule and is due on
Monday 4/14/2008.
4/7/2008 Matrix operations and examples.
Practice problems (not collected or graded), Section 1.4:
1, 3. Section 1.5:
1, 9, 17, 35, 41, 53, 61, 65.
4/4/2008: Consistent-Inconsistent
systems. Homogeneous Systems. Practice
problems (not collected or graded), Section 1.3: 3, 7, 17, 23, 25.
HW1
is is due on Monday 4/7/2008.
4/2/2008: Reduced Echelon form of a matrix. Gauss-Jordan
Elimination. Practice problems (not collected or
graded), Section 1.2: 9, 19, 21, 27, 35.
3/31/2008:
Instruction begins. Introduction to
matrices and linear systems. Practice problems (not collected or
graded), Section 1.1: 1, 2, 5, 7, 21, 25.