
Matrices and Vector Spaces
Course Code
MA2021
Number of Credits
3
Semester
3
Course Type
C
Related Courses
No | Code | Course | Relation |
---|---|---|---|
1 | MA1201 | Mathematics IIA | Equivalent |
2 | MA2021 | Matrices and Vector Spaces | Equivalent |
3 | MA2021 | Matrices and Vector Spaces | Equivalent |
4 | MA2021 | Matrices and Vector Spaces | Equivalent |
Study Material
Study Material | Depth |
---|---|
Vectors and Matrices | Express |
System of Linear Equations | Expert |
Vector Spaces, Subspaces and Bases | Expert |
Linear Transformation and Base Alteration Matrix | Expert |
Eigenvalues, Eigen Vectors and Matrix Diagonalisation | Expert |
Cortogonality and Gram-Schmidt Processes | Expert |
Least Squares Approximation | Expert |
Graduate Learning Outcomes (GLO) carried by the course
CPMK Code | Course Learning Outcomes Elements (CLO) |
---|---|
CPMK 1 | Gain a solid understanding of basic concepts in linear algebra, including systems of linear equations, matrices, and vector spaces, and be able to identify basic properties and techniques associated with them that can be used to understand mathematical models related to their fields. |
CPMK 2 | Have the ability to identify problems presented in the concepts of systems of linear equations, matrices, and vector spaces in their respective fields of expertise. |
CPMK 3 | Have the ability to apply linear algebra concepts in solving various proablems related to matrices and vector spaces, including mastery of SPL problem solving techniques, calculation of matrix determinants, and understanding of geometric interpretation of objects in linear algebra. |
CPMK 4 | Have skills in conveying ideas and concepts related to linear algebra, both in written and oral forms, along with improving the ability to present thoughts systematically and easily understood. |
Learning Method
- 1. Problem-based learning 2. Interactive discussion
Learning Modality
- 1. Offline classes 2. Asynchronous learning
Assessment Methods
- 1. Written exam. 2. Structured projects and/or assignments.