Wed, 01/03, L 1.1: Systems of Linear Equations
Fri, 01/05, L 1.2: Row Echelon Form
Mon, 01/08, L 1.3: Matrix Algebra
Wed, 01/10, MT 1,2 and H & Z 1.1, 1.2
Fri, 01/12, H & Z 3.1, 3.2, 3.3
Mon, 01/15, Martin Luther King Day–No classes
Wed, 01/17, L 1.4: Elementary Matrices and MT 5.1
Fri, 01/19, L 1.4: Elementary Matrices; Examples
Mon, 01/22, L 2.1, 2.2: Determinants
Wed 01/24, Review
Fri, 01/26, Mid term I in class; covers 1.1-1.4, 2.1-2.2
Mon, 01/29, L 3.1: Vector spaces-Definitions and Examples; LSO
Wed, 01/31, L 3.2: Subspaces, LSO
Fri, 02/02, L 3.2: Subspaces, LSO and H & Z 6.1, 6.2
Mon, 02/05, L 3.3: Linear Independence ; H & Z 6.3
Wed, 02/07, L 3.4: Basis and Dimension
Fri, 02/09, L 3.5: Change of Basis
Mon, 02/12, L 3.6: Row Space and Column Space; H & Z 6.4
Wed, 02/14, Review
Fri, 02/16, Midterm II in class; covers 3.1-3.6
Mon, 02/19, L 7.4: Matrix Norms and Condition Numbers , LSO and MT 5.2, 7
Wed, 02/21, L 7.4: Matrix Norms and Condition Numbers, LSO and MT 5.2, 7
Fri, 02/23, L 7.4: Matrix Norms and Condition Numbers
Mon, 02/26 L 5.1: The Scalar Product in R n; L 5.2: Orthogonal Subspaces
Wed 02/28: L 5.2: Orthogonal Subspaces
Fri, 03/02, L 5.3: Least Squares Problems
Mon, 03/05, L 5.4: Inner Product Spaces
Wed, 03/07, L 5.4: Inner Product Spaces; LSO and H & Z 9
Fri, 03/09 Review
Cumulative Final Exam
• 10:30 am Section–Wed, 03/14, 9:30 am -11:18 am
• 11:30 am Section–Th, 03/15, 11:30 am -1:18 pm
