Description
This course covers systems of linear equations, matrices, limits for solving linear equations, Arc and Jordan methods, matrices (their properties and operation), basic matrices, their reflections, and principal and sub-spaces. The course covers: systems of linear equations; elimination methods (Gaussian, Jordan); matrices (operations and properties); primitive matrices and operations on matrices; matrix methods for solving systems of linear equations; determinants; vector spaces and subspaces; linear independence; exponents and dimensions; the four basic subspaces of a matrix; the inner product of spaces; orthogonal exponents; eigenvalues and eigenvectors; and matrix transformations.
Credits
3 Hours