To provide the basice tools of solution for system of linear equations, operations on system of equations, matrix properties, solutions and study of their properties.

Course Syllabus:
Introduction to Vectors. Solving Linear Equations. Elimination = Factorization. Vector Spaces
and Subspaces. Orthogonally. Determinants. Eigenvalues and Eigenvectors. Graphs and
Networks, Markov Matrices, Population, and Economics. Linear Programming. Fourier series.
Linear Algebra for Functions, Linear Algebra for Statistics and Probability, Computer Graphics.
Numerical Linear Algebra. Complex Vectors and Matrices. Discrete Transforms and Simple
Applications.

Learning outcomes:

At the end of the semester, students will be able to solve the system of linear equations of any order, and solve matrics of any order. They understand many applications in respective field.  

Text Book:

Introduction to Linear Algebra by Gilbert Strang, Wellesley Cambridge Press; 4th Edition
(February 10, 2009). ISBN-10: 0980232716

Refference Books:

1) Elementary Linear Algebra with Applications by Bernard Kolman, David Hill, 9th
Edition, Prentice Hall PTR, 2007. ISBN-10: 0132296543

2) Strang's Linear Algebra And Its Applications by Gilbert Strang, Strang, Brett Coonley,
Andy Bulman-Fleming, Andrew Bulman-Fleming, 4th Edition, Brooks/Cole, 2005

3) Elementary Linear Algebra: Applications Version by Howard Anton, Chris Rorres, 9th
Edition, Wiley, 2005.

4) Linear Algebra and Its Applications by David C. Lay, 2nd Edition, Addison-Wesley,
2000.

5) Linear Algebra by Harold M. Edwards, Birkhäuser; 1st Edition (2004). ISBN-10:
0817643702

6) Linear Algebra: A Modern Introduction by David Poole by Brooks Cole; 3rd Edition

(May 25, 2010).ISBN-10: 0538735457

Evelaution of Marks:

Mid Term: 30%

Final Marks: 50%

Sessional Marks: 20% 

Commencement of Classes:

January 13, 2020

Mid term Examination

March 09 to March 13, 2020

Final Term Examination 

May 04 to 08, 2020