Linear Algebra

Within this note is an introduction to determinants taught to first year Linear Algebra students. This note features definitions and many examples to facilitate your learning. The note also features all basic properties of determinants. The note was taken during first year Linear Algebra, a required course for engineers. The note is annotated and color coded.

Within this note is how to find the eigen values of vectors in a subspace as taught in first year Linear Algebra. The note was taken during first year Linear Algebra, a required course for engineers. The note is annotated and color coded.

Within this note is how to find a null space and row space of a vector. The note was taken during first year Linear Algebra, a required course for engineers. The note is annotated and color coded.

Within this note is how to find an orthogonal set of vectors by using a matrix. The note was taken during first year Linear Algebra, a required course for engineers. The note is annotated and color coded.

Within this note is how to diagonalize a matrix and how to compute the power of a matrix. Found within are color coded notes which are annotated. These notes are from first year Linear Algebra.

Within this set of notes is how to multiply and add matrices as taught in first year Linear Algebra. The notes feature many examples and is color coded and annotated.

Within this note is how to find the inverse of any matrix as taught in first year Linear Algebra. The notes are color coded and annotated.

Within this note is clear and concise information about calculating a vector projection onto another vector that is taught in first year Linear Algebra. The notes are color coded and annotated.