| 1 | Learning how to convert partial differential equations into finite difference equations |
| 2 | Learning the numerical solutions of parabolic, hyperbolic, and elliptic differential equations using finite differences |
| 3 | Learning open and closed solution methods |
| 4 | Learning the differential quadrature method, generalized and two-dimensional generalized differential quadrature methods, and the Crank-Nicholson method for solving partial equations |
| 5 | Learning the numerical solutions of Laplace, heat, and wave equations using finite differences |
| 6 | Demonstrating the applications of finite differences in different disciplines |