1st lesson free
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James
- Rate 571 GHS
- Response 1h
-
Students4
Number of students James has accompanied since arriving at Superprof
Number of students James has accompanied since arriving at Superprof
571 GHS/hr
Contact
1st lesson free
- Maths
- Algebra
- Physics
- Trigonometry
- Arithmetic
Experienced tutor in Mathematics in Durham, James offers private lessons tailored to your needs.
- Maths
- Algebra
- Physics
- Trigonometry
- Arithmetic
Lesson location
About James
MIT alum with strong math and engineering background. I've worked with different types of students and have learned to explain things in multiple ways.
I love helping students learn new concepts as well as reinforce current ones! I like when a student is excited about grasping a new concept.
I love math and like to help students. My father was a math teacher. I started tutoring on the side over the years.
MIT engineering alum with very strong math and engineering background.
Experience tutoring math one-on-one mostly with high school students and MBA students.
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About the lesson
- Primary school
- Junior high school
- SHS 1
- +9
levels :
Primary school
Junior high school
SHS 1
SHS 2
SHS 3
BTS
University education
Adult Education
Master's degree
Doctor of philosophy
MBA
Pre school
- English
All languages in which the lesson is available :
English
Assessing their needs and goals to see how I can best help them and to know where to start.
High school students mostly.
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Review
All of our reviews are collected by us and are 100% reliable. They correspond to a real experience lived by the students of James.
1 review
Perfect! James explained hard problem concepts in a easy way, giving me a strategy and simple steps to solve not only one but similar math problems in my test. I did better!!
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Rates
Rate
- 571 GHS
Pack prices
- 5h: 2855 GHS
- 10h: 5710 GHS
free lessons
The first free lesson with James will allow you to get to know each other and clearly specify your needs for your next lessons.
- 1hr
online
- GHS571/h
Details
I charge $30 for a 1.5 hour session - I find that time length to be perfect in most cases.
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