Lecture #1 | Introduction Review of Vectors

Lecture #2 | Parametric Equations of a Line, Planes, Cross Product

Lecture #3 | System of Linear Equations, Row Echelon Form, RREF

Lecture #4 | Gaussian Elimination

Lecture #5 | Matrix Rank, Traffic Flow

Lecture #6 | Vector Spaces, Vector Subspaces

<aside> ❗ Missing important lecture on Spans so please look it up online there are some great videos

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Lecture #8 | Linear Dependence

Lecture #9 | LD cont., Basis

Lecture #10 | Column Space, Row Space, Null Space

Lecture #11 | Basis cont., Inverse of a Matrix

Lecture #13 | Orthogonality, Projections

Lecture #14 | Gram-Schmidt Algorithm, Complex Numbers

Lecture #15 | Complex Numbers, Fundamental Theorem of Algebra, Determinants

Lecture #16 | Eigenvalues, Eigenvectors