Course Descripton
Students will be able to:
- Solve linear systems by using Gauss elimination method, Matrix operations and inverse, Euclidean spaces ,subspaces, spanning sets, linear indepensets,basis and dimension, rank and nullity of matrix, coordinates Orthogonality ,scalar product, orthonormal basis Gram-Schmidt process, orthogonal projections, The determinant and its properties , cramers rule, Linear transformation , kernel and range , one to one and onto,matrix representaions.
- The geometry of linear transformation Eigenvalues and eigenvectors , characteristic polynomials, similarity and symmetry.
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Course ID: MATH 233N
Credit hours | Theory | Practical | Laboratory | Lecture | Studio | Contact hours | Pre-requisite | 3 | 4 | 4 | MATH 101N |
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