| MATHEMATICS 114: LINEAR ALGEBRA |
| Course Policy and Syllabus Grades Inquiry (updated 22 May 2007) |
|
| Prepared by: Jose Maria L. Escaner IV, Ph.D. |
| Lecture 1: Review of Linear Systems Lecture 2: Matrices and its Operations Lecture 3: Properties of Matrix Operations Lecture 4: Matrix Representation of Linear Systems Lecture 5: The Reduced Row Echelon Form of a Matrix Lecture 6: Gauss-Jordan Reduction Method for Solving Linear Systems Lecture 7: Rank of a Matrix Lecture 8: The Inverse of a Matrix Questions in the First Exam Lecture 9: Determinants Lecture10: Cofactor Expansion and Cramer's Rule Lecture11: Vector Spaces Lecture12: Span and Linear Independence Lecture13: Basis and Dimension Lecture14: Orthonormal Bases and Orthogonal Compliments Questions in the Second Exam Lecture15: Linear Transformation Lecture16: Matrix of a Linear Transformation Lecture17: Eigenvalues and Eigenspaces Lecture18: Diagonalization of a Matrix Lecture19: Orthogonally Diagonalizable Matrices of Symmetric Matrices Questions in the Third Exam Questions in the Problem Set |
 |
 |
   |