Linear Algebra with applications
authors: G. Nakos & D. Joyner
editor: Brooks & Cole

This course will cover the basics of matrices and their applications: solving systems of equations, finding inverse matrices, determinants, applications to vector spaces, eigenvalues and more. We will solve problems by hand and deal with more complicated systems by using maple. We will get familiar with maple while solving problems.

There will be four exams. I will count the best three towards your final grade. There will also be assignments to be handed in, at least once a week. Your grade for the course will be the sum of all these exams plus the grade from your assignments. There will be no cumulative final exam.

Attendance is optional, but it is your responsibility to be aware of the dates of the exams and the content and due date of assignments. If you miss a class, it is your responsibility to be aware of the topics discussed during that class, the assigned homework and the possibly given assignment. There is no reason to miss an exam other than getting sick (bring note from doctor), being on a team that has a game at the same time an exam is given (bring a note from your coach), or a death or serious illness in your family. In the event you can not attend an exam, you need to notify me IN ADVANCE. You can call me (2-4641), e-mail me ([email protected]), or leave a message under my door or with the secretaries.
 
 

The schedule for the exams is subject to change. Please, keep abreast of any possible changes. The current plan is as follows:
Exam 1:   Sept. 27     Chapters 1 & 2
                 Sept. 29: no classes
                 Oct. 9:   no classes
Exam 2:   Oct. 27      Chapters 3 & 4    (last day to drop with a W)
Exam 3:   Nov. 17     Chapters 4 & 5
Exam 4:   Dec. 13     Chapters 6, 7 & 8


Last day of classes: Dec 13