This is a course in the algebra of matrices and Euclidean spaces that emphasizes the concrete and geometric. Topics to be developed are: solving systems of linear equations, matrix addition, scalar multiplication and multiplication, properties of invertible matrices, determinants, elements of theory of abstract finite dimensional real vector spaces, dimension of vector spaces and the rank of a matrix. These ideas are used to develop basic ideas of Euclidean geometry and illustrate the behavior of linear systems. We conclude with a discussion of eigenvalues and the diagonalization of matrices. For a more conceptual treatment of linear algebra, students should enroll in MATH223.
COURSE FORMAT: Lecture
Level: UGRD Credit: 1 Gen Ed Area Dept: NSM MATH Grading Mode: Graded
Prerequisites: NONE
Last Updated on MAR-24-2000
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