This is an introductory course in linear algebra, with proofs. Topics include proof techniques, systems of linear equations, matrix algebra, vector spaces including abstract spaces like Pn, linear independence and span, bases and dimension, linear transformations and their matrices, rank theorems, isomorphism, eigenvalues and eigenspaces, diagonalization, inner product spaces, orthogonal matrices, Gram-Schmidt orthogonalization, and various applications including least squares approximation and QR factorization.
Level I Prereq: Academic Reading and Writing Levels of 6; MTH 192 minimum grade "C"
Class offerings by semester
Day Class (before 5 p.m.) Evening Class (after 5 p.m.) Online Class
Please refer to the course schedule to see the specific time and platform for which the course is offered.
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