Lecture 01: Matrices and its operations
Lecture 02: Types of Matrices and Special Matrices
Lecture 03: Submatrix, Echelon Form and Rank of Matrices
Lecture 04: Inverse of Matrix (Gauss-Jordan Method), Properties of Rank of Matrix, System of Linear Equations
Lecture 05: Solving System of Linear Equations
Lecture 06: Preliminaries for Vector Spaces
Lecture 07: Groups and Fields with Examples
Lecture 08: Ring and Complex Numbers (C) as Field, Introduction to Vector Spaces
Lecture 09: Vector Spaces with Examples