Homework due every Tuesday.
|9/6||Labor Day, no class|
|9/10||Lab 1: Intro to Maple, Meet in computer lab LCB 115|
|9/24||Lab 2: Graphs and Networks, (Section 8.2), Meet in computer lab LCB 115|
|10/1||Exam 1 (Solutions) on Chapters 1-3|
Sample Exam (Solutions)
|10/8||Lab 3: Least Squares
Approximations, (Section 4.3), Meet in computer lab LCB
Data sets for this lab: DataSet1.txt, DataSet2.txt, DataSet3.txt
|10/11-15||Fall Break, no classes|
|10/22||Lab 4: Fourier Series, (Section 8.5) Meet in computer lab LCB 115|
|11/5||Meet in computer lab LCB 115|
|11/12||Exam 2 (Solutions) on Chapters 4-6 (excluding 6.3, 6.7)|
Sample Exam (Solutions)
|11/19||Lab 5: Web Search Engine, (Sections 6.7, 8.3), Meet in computer lab LCB 115|
|11/25-26||Thanksgiving Break, no classes|
|12/3||Meet in computer lab LCB 115|
|12/10||Last day of class, projects due, Meet in computer lab LCB 115|
|12/14||Final Exam 10:30-12:30|
Math 2270-003 Linear Algebrahttp://www.math.utah.edu/~cashen/Teaching/2010FallLinearAlgebra
Instructor:Christopher Cashen, Ph.D.
Email: cashen AT math * utah *edu
Office: JWB 126
Web page: http://www.math.utah.edu/~cashen
Office Hours: M-W 9:30-10:30, or by appointment
Meetings:Time: MTWF 10:45-11:35
Location: LCB 215
Prerequisites:MATH 2210 OR MATH 1260 OR MATH 1280
Text:Linear Algebra, fourth edition by Gilbert Strang, ISBN 978-0-980232-71-4.
This book is part of MIT's OpenCourseWare project. There are video lectures and sample exams with solutions on the MIT website:
OpenCourseWare Course 18.06 Linear Algebra.
Course Description:Euclidean space, linear systems, Gaussian elimination, determinants, inverses, vector spaces, linear transformations, quadratic forms, least squares and linear programming, eigenvalues and eigenvectors, diagonalization. Includes theoretical and computer lab components.
TechnologyCourse announcements may be made via email. You are responsible for monitoring your University assigned email address. No calculators or computers may be used during quizzes or exams. Weekly homework assignments are to be submitted electronically via WebWork. The WebWork page for our class is accessible by clicking "WebWork Classes" on the Math Department website, or by going to:
There will also be a computer lab component of the course which will require use of the Maple Computer Algebra System. Maple is available in the Math Department computer labs. Login information for the WebWork website and Math Department student computer labs will be distributed in the first two weeks of the semester.
Quality and Quantity of Work:You are expected to conduct yourself in a professional manner. This includes classroom etiquette, email correspondence, and written submissions (homeworks, quizzes and exams).
Anything that you submit should be neat, legible, and clearly written.
University policy 6-100 Section 2:
"A university credit hour shall represent approximately three clock hours of the student's time a week for one semester. "
Thus, you should expect to work two hours outside of class for every hour spent in class. This is a four credit class, so you should plan to spend approximately eight hours outside of class every week studying and doing homework. The assigned homework problems are the minimum that you are required to do. Beyond the minimum, you should continue working similar problems until they become routine.
Homework:Weekly homework assignments will be submitted via WebWork:
Homework must be submitted by 11:59pm on Tuesday nights. No late homework will be accepted. Homework is scored "complete" or "not complete". You must score at least 75 points for your homework to be "complete".
QuizzesThere will be a short quiz at the start of class each Monday.
Computer ProjectsThere will be several small computer lab projects and one large computer project. We will spend some class days in the computer lab working on small projects.
Exams:There will be two midterm exams. There will be a mandatory final exam on Tuesday, December 14 from 10:30am to 12:30pm. The final exam will be comprehensive. The final will be in the usual classroom.
Computer Labs 10%
Midterm 2 @ 15%
Large Project 10%
For Additional Help:Tutoring Lab: T. Benny Rushing Mathematics Student Center
Private Tutoring: University Tutoring Services
There is also a list of tutors at the Math Department office, JWB 233
Students with Disabilities:
The University of Utah seeks to provide equal access to its programs, services and activities for people with disabilities. If you will need accommodations in the class, reasonable prior notice needs to be given to the Center for Disability Services, 162 Olpin Union Building, 581-5020 (V/TDD). CDS will work with you and the instructor to make arrangements for accommodations.
All written information in this course can be made available in alternative format with prior notification to the Center for Disability Services.
Note: The syllabus is not a binding legal contract. It may be modified by the instructor when the student is given reasonable notice of the modification.