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Solution of systems of linear equations. Matrix algebra. Determinants. Complex numbers, fundamental theorem of algebra. Eigenvalues and eigenvectors of real matrices. Introduction to vector spaces, linear independence, bases. Applications.
One of Ontario grade 12 Geometry and Discrete Mathematics (university preparation), Ontario grade 12 Mathematics of Data Management (university preparation), MAT1340, MAT0341, OAC Algebra and Geometry or OAC Finite Mathematics.
Robert A. Beezer, A First Course in Linear Algebra
This is an open access text that can be downloaded by students free of charge by clicking on the above links. The version above has been customized to MAT 1302. In particular, some sections that will not be covered in MAT 1302 have been removed. This has resulted in a few broken links throughout the text. The complete version of the text can be found here.
In previous years, a commercial text was used for MAT 1302 instead of the open access text mentioned above. Students who do not like the open access text have the option of purchasing the former textbook. Recommended exercises for both the official open access text and the commercial one below are posted on the course syllabus. Note that since the textbooks below are not the official course texts, they have not been ordered by the bookstore. Students wishing to purchase them can try to find used copies or order from websites such as Amazon.ca or Chapters.ca.
David C. Lay, Linear Algebra and its Applications, Third Edition, Pearson/Addison-Wesley, 2006. ISBN - 13: 978-0321287137.
This is the previous edition of the text and is now out of print. However, students may be able to find inexpensive used copies. In addition, several copies of this book have been placed on reserved in Morisset library.
David C. Lay, Linear Algebra and its Applications, Fourth Edition, Pearson/Addison-Wesley, 2011. ISBN-13: 978-0321385178.
This is the current edition of the text. Students might be able to find used copies. It can be purchased online.
A more detailed syllabus can be found here. Note that we will not always cover all of the material of a given section as it is presented in the book. You are only responsible for the material covered in class.
There are two main online locations for information regarding the course:
The DGD is a part of the course and participation is highly recommended. During the DGDs, the TA will work through examples supplementing the material covered in the lectures and present solutions to some of the suggested exercises. This is an excellent chance for students to ask questions and learn the course material in a hands on way. In addition, the problems worked out in the DGDs will be similar to the problems on the midterm and final exams. DGDs will begin the week of January 16.