| Name | First Aired | Runtime | Image | |
|---|---|---|---|---|
| S01E01 | Matrices, Elements, and Transpose | |||
| S01E02 | n-Tuples and Matrix Arithmetic, Part 1 | |||
| S01E03 | n-Tuples and Matrix Arithmetic, Part 2 | |||
| S01E04 | Matrix Multiplication | |||
| S01E05 | The Vector Dot Product | |||
| S01E06 | Special Matrices | |||
| S01E07 | The Norm of a Vector | |||
| S01E08 | Unit Vectors in any Direction | |||
| S01E09 | Vector Addition and Triangle Inequalities | |||
| S01E10 | Orthogonal and Orthonormal Vectors | |||
| S01E11 | Solve Systems of Equations with Row Reduction, Part 1 | |||
| S01E12 | Solve Systems of Equations with Row Reduction, Part 2 | |||
| S01E13 | Solve Systems of Equations with Row Reduction, Part 3 | |||
| S01E14 | Solve Systems of Equations with Row Reduction, Part 4 | |||
| S01E15 | Solve Systems of Equations with Row Reduction, Part 5 | |||
| S01E16 | Homogeneous Systems of Equations | |||
| S01E17 | Inverse of a 2x2 Matrix | |||
| S01E18 | Inverse of a 3x3 and Larger Matrix | |||
| S01E19 | Solve Systems of Equations with Inverse Matrices |
No artwork of this type.
No artwork of this type.