Final Exam Syllabus
The following topics will be covered in the final exam:
- Gauss Elimination: Learn the method for solving linear equations.
- Gauss Jordan: Master the extended elimination process.
- Gauss Jacobi: Understand iterative techniques for linear systems.
- Gauss Seidel: Explore advanced iterative methods.
- LU Decomposition: Study matrix factorization techniques.
- Newton Divided Difference Interpolation: Learn polynomial interpolation.
- Trapezoidal Rule for Integration: Approximate definite integrals numerically.