In designing the course, we leveraged our own student experiences of undergoing primary and secondary education in China, together with A-level and higher educations in the U.K. to bring you the best of both systems. The British education focuses on understanding of the curriculum which serves as a foundation to everything that follows- that’s why we always start with key concepts and learning points for each class. The Chinese education emphasizes the importance of Practise makes Perfect - we benefited from this approach, so we carried it through to our course whereby ample exam-styled questions would be covered from day 1 to help students get into the exam mindset.
Come to the first class on us!
Simply choose a course below to book your first lesson and pay afterwards if you'd like to keep coming.
Two course types: Autumn/Spring- term classes and Summer- term bootcamp
Content: 2020 Autumn and Spring-term classes collectively cover the entire A-Level Mathematics syllabus, with Pure Maths (2/3), Statistics (1/3) and Mechanics (1/3).
Location: Swiss Cottage Library
Classroom size: max. 15 students
2020 Autumn Term
Saturday, 10.00-12.00 (2 hours)
9 Weekly Classes
28 September- 7 December
(Half-term break: 19 Oct, 26 Oct)
Structured, exam-centric classroom teaching
Consolidated handouts with key learning points
Ample exam-styled questions
Learning doesn’t stop after the classes, we all know practice makes perfect
Homework designed to complement classroom teaching is given out each week
We mark the homework and go through common mistakes to guide students through some of the more challenging questions
3 Classroom teaching
Saturday AM 10.00-12.00
27 April, 4 May, 11 May
3 Full-Day Bootcamp
Both AM (10.00-12.00) and PM (2.00- 4.00)
25 May, 26 May, 27 May
In the Morning:
Exam-styled mock, under exam conditions
Each paper is carefully designed to make sure all examinable topics are covered
In the Afternoon:
Go through the morning mock exams in details, with special attention to the questions students struggle with
Consolidated handouts with key concepts for exam preparations
Additional questions for students to practise