1st lesson free
Max's profile and their contact details have been verified by our experts
Max
- Rate $46
- Response 1h
-
Students1
Number of students Max has accompanied since arriving at Superprof
Number of students Max has accompanied since arriving at Superprof
$46/hr
Contact
1st lesson free
- Maths
- Further Maths
Undergraduate PPE student at LSE teaching GCSE and A-Level maths and further maths
- Maths
- Further Maths
Lesson location
About Max
Studying maths and further maths at A-Level has furthered my interest in and enthusiasm for maths. Having achieved an A* in both maths and further maths at A-Level (at 97% and 94% respectively) and 9s in maths and further maths at GCSE, I am familiar and confident with the course content. Through tutoring, I wish to spread this enthusiasm to others and teach them that maths can be enjoyable. However, I appreciate that maths isn’t for everyone yet is such a vital qualification and so through tutoring I wish to allow people to progress onto the next stages of their life with a valid, even impressive, maths qualification.
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About the lesson
- High School
- NCEA Level 1
- NCEA Level 2
- +1
levels :
High School
NCEA Level 1
NCEA Level 2
NCEA Level 3
- English
All languages in which the lesson is available :
English
My approach will consist of sessions that are tailored to the needs of the student, adapting lesson plans based on areas of weakness. I offer tutoring mainly for GCSE and A-Level maths and further maths however can tutor younger students as well. Having achieved a grade 9 in both maths and further maths at GCSE and A*s i both at A-Level, I am familiar with the specification/course requirements. Sessions will be largely interactive and example-based with resources being provided to the student that we will work through together. Standard lessons will last 1 hour however this can be adapted to meet the needs of the student if necessary.
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Rates
Rate
- $46
Pack prices
- 5h: $206
- 10h: $411
online
- $46/h
travel fee
- + $5
free lessons
The first lesson with Max will allow you to get to know each other and discuss your needs for future lessons.
- 1hr
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