People Innovation Excellence


Learning Outcomes:

On successful completion of this course, student will be able to: Solve systems of linear equation by using Gaussian elimination and other methods; Apply the basic of algebra matrix operations and its application; Calculate the determinant and the inverse of a matrix and its application; Describe the row space, column space, null space and inner spaceof a matrix, and be familiar with the concepts of dimension of a subspace and the rank and nullity of a matrix; Identify a linear transformation and its matrix; Compute the eigenvalues and eigenvectors of a square matrix.


  1. System of Linear Equation;
  2. Matrix;
  3. Application of Linear System;
  4. Determinant and Inverse of a Matrix;
  5. Vector, Lines and Spaces in 2,3-Spaces;
  6. General Vector Spaces;
  7. Inner Product Spaces;
  8. Linear Transformation;
  9. Eigenvalues and Eigenvectors.


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