This course provides an introduction to linear algebra and vector spaces. Topics covered include: N-dimensional vectors, inner products, matrices and matrix operations, systems of linear equations and Gaussian elimination, the basic theory of vector spaces and linear transformations, matrix representations of linear transformations, change of basis matrices, eigenvalues, eigenvectors and diagonalization, inner product spaces, quadratic forms, orthogonalization and projections.

Posted By :AnonymousPosted On :November 4, 2015Is the textbook recommended by the student?NoDid the student enjoy the professor?YesProfessor: M. GarvieComment :Recommendation RatingOverall DifficultyPosted By :AnonymousPosted On :December 10, 2012Is the textbook recommended by the student?NoDid the student enjoy the professor?YesProfessor: M. GarvieComment :Recommendation RatingOverall DifficultyPosted By :AnonymousPosted On :March 5, 2011Comment :Recommendation Rating