My 1st impression on numerical methods:
1. Iterations and fixed points are ok I can follow the motivation and just keep on repeating the iteration
2. The matrix algebra I am ok with it, positive definite and least squares minimisation are ok
3. Newton's method, half interval method and euler method are straight forward enough
4. Interpolation and splines, still manageable
5. Runge kutta and finite diference, still ok
6. Linear iteration schemes (The Gauss–Seidel Method, Successive Over–Relaxation), uh, I beg your pardon?