| Module code | WTW 389 |
| Qualification | Undergraduate |
| Faculty | Faculty of Natural and Agricultural Sciences |
| Module content | Axiomatic development of neutral, Euclidean and hyperbolic geometry. Using models of geometries to show that the parallel postulate is independent of the other postulates of Euclid. |
| Module credits | 18.00 |
| NQF Level | 07 |
| Programmes |
BCom specialising in Statistics and Data Science
BEd in Senior Phase and Further Education and Training Teaching BSc in Applied Mathematics BSc in Chemistry BSc in Chemistry 4-year programme BSc in Mathematical Statistics BSc in Mathematics BSc in Mathematics 4-year programme BSc in Physics BSc in Physics 4-year programme |
| Service modules | Faculty of Engineering, Built Environment and Information Technology Faculty of Education Faculty of Humanities |
| Prerequisites | WTW 211 |
| Contact time | 1 tutorial per week, 2 lectures per week |
| Language of tuition | Module is presented in English |
| Department | Mathematics and Applied Mathematics |
| Period of presentation | Semester 2 |
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