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Moritz
- Rate RM142
- Response 1h
-
Students5
Number of students accompanied by Moritz since their arrival at Superprof
Number of students accompanied by Moritz since their arrival at Superprof
RM142/h
See Maths tutors
This tutor is currently unavailable
- Maths
- Algebra
- Geometry
- Statistics
Mathematics student (6th semester) Tutoring for all ages in the field of mathematics. Intensive preparation for the Abitur/middle school or regular lessons.
- Maths
- Algebra
- Geometry
- Statistics
Lesson location
About Moritz
My name is Moritz,
I'm currently 20 years old, originally from Munich and currently studying mathematics in Bonn. The joy it gives both sides in tutoring when a previously difficult topic suddenly seems very easy motivated me to give tutoring early on. Since then I have been able to work with many different students and have also been able to learn something new myself. I always enjoy helping other in their math journey.
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About the lesson
- Secondary
- SPM
- Form 6
- +2
levels :
Secondary
SPM
Form 6
Bachelor
Other
- English
All languages in which the lesson is available :
English
In the five years I have been working with schoolchildren and students, I have found that everyone can understand any topic if it is explained to them correctly. Individually adapted tutoring is important here, because not everyone learns with the same explanation. Through my accumulated experience, I can offer every person the approach they need to understand a new topic or to close old gaps. I follow a holistic approach and give my students not only technical content but also methods that support them in independent learning.
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Rates
Rate
- RM142
Pack rates
- 5h: RM660
- 10h: RM1273
Travel
- + RM5
online
- RM118/h
Details
The first lesson is free of charge to get to know each other better an find potential problem fields. After this I charge 25€ for a one hour lesson via webcam and 30€ for a face to face lesson. Additional charges or discounts may apply depending on the time I have to put in before and after the lesson. I believe in equal learning opportunities for everyone, therefore the price may be individually lowered.
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