MATH 136
Lec 1 - Vectors in "R"
Lec 2 - Span
Lec 3 - Basis & Higher Dimensions
Lec 4 - Subspace & Dot Product
Lec 5 - Orthogonal and Normal Vectors
Lec 6 - Cross Product and Projections
Lec 7 - Shortest paths and System of Linear Equations
Lec 8 - Reduced Row Echelon Form
Lec 9 - Echelon Reduce Operations
Lec 10 - RREF and Rank
Lec 11 - Matrix Operations
Lec 12 - Matrix Multiplication
Lec 13 - Block Matrix & Matrix Mapping
Lec 14 - Linear Mapping & Rotations of Rn
Lec 15 - Reflections
Lec 19 - Subspaces and Spanning in a Vector Space
Lec 20 - Linear Independence & Basis
Lec 21 - Basis & Dimensions
Lec 22 - Dimensions
Lec 25 - Inverse
Lec 28 - Determinants
Lec 35 -
Definitions and Theorems
Definitions and Theorems 2
Definitions and Theorems 3
MATH 136 Exam Review