Mathematical admission requirements
The programme Master of Education builds on a Bachelor of Education, in which a vocational specialisation has been studied, but also mathematics and didactics to the extent of 20 CP. The following modules are required
- Linear Algebra (for B. Ed.) (specialized science, 10 CP)
- Fundamentals of teaching and learning mathematics (specialised didactics, 10 CP)
Career changers from technical degree programmes with professional experience are possible.
Admission subject to conditions
If you have not taken the two modules mentioned above in a previous degree programme, you can still be admitted. You may then have to catch up on the above-mentioned content in addition to the coursework included in the M.Ed. programme (as so-called “requirements”).
You are a career changer with a technical degree
In addition to requirements from the pedagogy and didactics of your professional specialisation, you will receive the module
- Linear Algebra (for B. Ed.) (10 CP)
as requirement. We recommend that you also acquire knowledge of the didactics of mathematics. On application, the advanced module “Subject-related didactic project” (6 CP) can be replaced by the basic module “Teaching and learning mathematics” (6 CP, small version of the 10 CP module).
You have completed a B.Ed. (PO 2014) at the TU Darmstadt
If you have not completed the two modules mentioned above, you must complete both modules as requirements.
You have completed a B.Ed. (PO 2005) at the TU Darmstadt
You will be admitted without conditions. However, we recommend that you complete the above-mentioned modules voluntarily, as they provide important basic knowledge for the M.Ed. programme. On application, the advanced module “Subject-related didactic project” (6 CP) can be replaced by the basic module “Teaching and learning mathematics” (6 CP, small version of the 10 CP module). Prior knowledge of mathematics acquired in the B.Ed. programme can be credited (see also: ). Please contact the General information of the ZfL on transition regulations to clarify eligibility in individual cases. Study counselling Mathematics