UEIE's Comprehensive Course provides a deep dive into all TMUA & MAT topics. Benefit from expert-led lectures, extensive problem sets, and personalised feedback to build a strong foundation and maximise your exam performance.
Comprehensive Course
Online/In-Person
Year 12/13
Mandarin
An Oxbridge admissions test prep expert and competition coach with nearly 20 years’ experience and a Master’s degree. Guided hundreds of students to success in Oxbridge Admissions Assessments, with over 100 receiving offers from Oxbridge, the Ivy League, and the G5 Universities.
Immerse yourself in 102 hours of in-depth instruction, covering every aspect of the TMUA ans Oxford MAT exams.
Build a powerful mathematical foundation with our unique Core Math Thinking module, designed to give you a decisive edge.
Develop elite problem-solving skills through a rigorous program of guided practice with over 1600 practice questions, progressing from core concepts to advanced exam strategies.
Hone your skills with 8 sets of TMUA and 4 sets of Oxford MAT Mock Exams, full-length, online format, and detailed solutions.
Benefit from Online/In-Person or All Online formats, plus access to session recordings for review and reinforcement at your own pace.
Benefit from the unparalleled experience and insights of Xie Tao, a distinguished Oxbridge tutor with a Master's degree.
Prepare for all possibilities with our specialised, optional MAT Extension module for those targeting Oxford.
Follow in the footsteps of 100+ students who have achieved success at Oxbridge, Ivy League, and G5 universities with Xie Tao's proven strategies.
Students applying to Oxford, Cambridge, Imperial, LSE, UCL, or other top universities for mathematics, computer science, economics, or related quantitative fields.
Ambitious students targeting high scores on the TMUA and the Oxford MAT for a competitive edge.
Individuals seeking a structured and effective way to prepare for these challenging assessments.
Feb-Jun
Weekend
Core Maths Thinking
✅
–
30 hours
Jul-Aug
Holidays
TMUA & MAT
(Intensive)
✅
✅
40 hours
Sep. Weekends
TMUA & MAT
(Intensive)
✅
–
8 hours
Oct Holidays
TMUA & MAT
(Pre-Test)
MAT Extension
✅
✅
24 hours
8 hours
Total
102 or 110
hours
All lectures are offered online, you can interact with the tutor.
You can take in-person sessions (if available) if you choose the online/in-person TMUA & MAT Comprehensive Course. Please contact us for more information about the in-person sessions.
Focuses on developing the mathematical thinking skills essential for success in TMUA & MAT.
Designed for the Oxford MAT, covers MAT-exclusive topics and MAT-style questions not included in the TMUA. An extra 8-hour MAT Extension module with 4 Oxford MAT mock exams are included for the Oxford MAT candiates free of charge.
Note that all times are listed as T.B.C. (To Be Confirmed) as the specific time slots are still being finalised. We will update you with the confirmed schedule as soon as possible.
All lectures will be streamed live online via Tencent Meeting or VooV Meeting, concurrently with any in-person sessions. Meeting IDs and access details will be provided separately.
All lectures will be recorded and made available for you to review at your convenience until the exam day.
All classes cover the same material in each corresponding lecture and practice session.
If you can’t attend your assigned class, you may attend the other class’s session for that same lesson.
|
Class 1 Saturday 09:30-11:30 (UTC+8, Beijing) |
Class 2 Sunday 13:00-15:00 (UTC+8, Beijing) |
Class 3 Saturday 18:30-20:30 (UTC+8, Beijing) |
Class 4 Sunday 18:30-20:30 (UTC+8, Beijing) |
Core Maths Topic |
Core Maths Practice |
| Feb 8 Sat | Feb 9 Sun | Mar 1 Sat | Mar 2 Sun | Lecture 01 | Practice 01 |
| Feb 11 Tue | Feb 12 Wed | Mar 8 Sat | Mar 9 Sun | Lecture 02 | Practice 02 |
| Feb 15 Sat | Feb 16 Sun | Mar 15 Sat | Mar 16 Sun | Lecture 03 | Practice 03 |
| Feb 22 Sat | Feb 23 Sun | Mar 22 Sat | Mar 23 Sun | Lecture 04 | Practice 04 |
| Mar 1 Sat | Mar 2 Sun | Mar 29 Sat | Mar 30 Sun | Lecture 05 | Practice 05 |
| Mar 8 Sat | Mar 9 Sun | Apr 12 Sat | Apr 13 Sun | Lecture 06 | Practice 06 |
| Mar 15 Sat | Mar 16 Sun | Apr 19 Sat | Apr 20 Sun | Lecture 07 | Practice 07 |
| Mar 22 Sat | Mar 23 Sun | Apr 26 Sat | Apr 27 Sun | Lecture 08 | Practice 08 |
| Mar 29 Sat | Mar 30 Sun | May 17 Sat | May 18 Sun | Lecture 09 | Practice 09 |
| Apr 12 Sat | Apr 13 Sun | May 24 Sat | May 25 Sun | Lecture 10 | Practice 10 |
| Apr 19 Sat | Apr 20 Sun | May 31 Sat | Jun 1 Sun | Lecture 11 | Practice 11 |
| Apr 26 Sat | Apr 27 Sun | Jun 7 Sat | Jun 8 Sun | Lecture 12 | Practice 12 |
| May 24 Sat | May 25 Sun | Jun 14 Sat | Jun 15 Sun | Lecture 13 | Practice 13 |
| May 31 Sat | Jun 1 Sun | Jun 21 Sat | Jun 22 Sun | Lecture 14 | Practice 14 |
| Jun 7 Sat | Jun 8 Sun | Jun 28 Sat | Jun 29 Sun | Lecture 15 | Practice 15 |
This lecture series is available in multiple regions, both in-person and online. Choose Only One location and period (or the online option) that best suits your needs.
In-person participants from all regions will attend the September lectures online.
In-person lessons will be held at Haoyuan Campus, with a synchronous online option also available.
| Date | Location | TMUA & MAT |
| Jun 14 Sat | In-Person: Haoyuan Or Online | 9:00-12:00 |
| Jun 15 Sun | In-Person: Haoyuan Or Online | 9:00-12:00 |
| Jun 17 Tue | In-Person: Haoyuan Or Online | 18:30-20:30 |
| Jun 19 Thu | In-Person: Haoyuan Or Online | 18:30-20:30 |
| Jun 21 Sat | In-Person: Haoyuan Or Online | 9:00-12:00 |
| Jun 22 Sun | In-Person: Haoyuan Or Online | 9:00-12:00 |
| Jun 24 Tue | In-Person: Haoyuan Or Online | 18:00-21:00 |
| Jun 26 Thu | In-Person: Haoyuan Or Online | 18:00-21:00 |
| Jun 28 Sat | In-Person: Haoyuan Or Online | 9:00-12:00 |
| Jun 29 Sun | In-Person: Haoyuan Or Online | 9:00-12:00 |
| Jul 1 Tue | In-Person: Haoyuan Or Online | 18:00-21:00 |
| Jul 3 Thu | In-Person: Haoyuan Or Online | 18:00-21:00 |
| Jul 5 Sat | In-Person: Haoyuan Or Online | 9:00-12:00 |
| Jul 6 Sun | In-Person: Haoyuan Or Online | 9:00-12:00 |
| Sep 6 Sat | Online | 18:30-20:30 |
| Sep 13 Sat | Online | 18:30-20:30 |
| Sep 20 Sat | Online | 18:30-20:30 |
| Sep 27 Sat | Online | 18:30-20:30 |
| Total | 48 hours | |
Lessons will be held in-person, and the location is T.B.C., with a synchronous online option also available.
| Date | Location | TMUA & MAT |
| Jul 14 Mon | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Jul 15 Tue | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Jul 16 Wed | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Jul 17 Thu | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Jul 18 Fri | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Jul 21 Mon | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Jul 22 Tue | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Jul 23 Wed | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Jul 24 Thu | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Jul 25 Fri | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Sep 6 Sat | Online | 18:30-20:30 |
| Sep 13 Sat | Online | 18:30-20:30 |
| Sep 20 Sat | Online | 18:30-20:30 |
| Sep 27 Sat | Online | 18:30-20:30 |
| Total | 48 hours | |
Lessons will be held in-person, and the location is T.B.C., with a synchronous online option also available.
| Date | Location | TMUA & MAT |
| Aug 4 Mon | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 5 Tue | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 6 Wed | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 7 Thu | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 8 Fri | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 11 Mon | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 12 Tue | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 13 Wed | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 14 Thu | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 15 Fri | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Sep 6 Sat | Online | 18:30-20:30 |
| Sep 13 Sat | Online | 18:30-20:30 |
| Sep 20 Sat | Online | 18:30-20:30 |
| Sep 27 Sat | Online | 18:30-20:30 |
| Total | 48 hours | |
Lessons will be held in-person, and the location is T.B.C., with a synchronous online option also available.
| Date | Location | TMUA & MAT |
| Aug 18 Mon | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 19 Tue | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 20 Wed | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 21 Thu | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 22 Fri | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 25 Mon | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 26 Tue | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 27 Wed | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 28 Thu | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Aug 29 Fri | In-Person: T.B.C. Or Online | 8:00-10:00 10:20-12:20 |
| Sep 6 Sat | Online | 18:30-20:30 |
| Sep 13 Sat | Online | 18:30-20:30 |
| Sep 20 Sat | Online | 18:30-20:30 |
| Sep 27 Sat | Online | 18:30-20:30 |
| Total | 48 hours | |
All participants from the Intensive Course and Summer Bootcamp will join a unified Pre-Test Bootcamp, either in-person at the Haoyuan Campus or online.
You can take the TMUA Mock Exams (Paper 1 and Paper 2) online at your preferred time. It is crucial to complete each Mock Exam before attending the corresponding lecture.
| Date | Morning/Afternoon | 18:30-21:30 (UTC+8, Beijing) |
|---|---|---|
Oct 1 Wed | TMUA Mock Exam 1 | Topical Lecture 1 & Mock Exam 1 Review |
Oct 2 Thu | TMUA Mock Exam 2 | Topical Lecture 2 & Mock Exam 2 Review |
Oct 3 Fri | TMUA Mock Exam 3 | Topical Lecture 3 & Mock Exam 3 Review |
Oct 4 Sat | TMUA Mock Exam 4 | Topical Lecture 4 & Mock Exam 4 Review |
Oct 5 Sun | TMUA Mock Exam 5 | Topical Lecture 5 & Mock Exam 5 Review |
Oct 6 Mon | TMUA Mock Exam 6 | Topical Lecture 6 & Mock Exam 6 Review |
Oct 7 Tue | TMUA Mock Exam 7 | Topical Lecture 7 & Mock Exam 7 Review |
Oct 12 Sun | TMUA Mock Exam 8 | Topical Lecture 8 & Mock Exam 8 Review |
| Total | 8 TMUA mock exams | 24 hours |
You can choose when to take the Oxford MAT Mock Exams online. It is crucial to complete each Mock Exam before attending the corresponding Topical Lecture.
| Date | Morning/Afternoon | 19:00-21:00 (UTC+8, Beijing) |
|---|---|---|
Oct 18 Sat | Oxford MAT Mock Exam 1 | Topical Lecture 1 & Mock Exam 1 Review |
Oct 19 Sun | Oxford MAT Mock Exam 2 | Topical Lecture 2 & Mock Exam 2 Review |
Oct 25 Sat | Oxford MAT Mock Exam 3 | Topical Lecture 3 & Mock Exam 3 Review |
Oct 26 Sun | Oxford MAT Mock Exam 4 | Topical Lecture 4 & Mock Exam 4 Review |
| Total | 4 Oxford MAT mock exams | 8 hours |
Original price was: US$12 320.65.US$7 793.02Current price is: US$7 793.02.Add to cart
Original price was: US$10 948.64.US$7 244.21Current price is: US$7 244.21.Add to cart
All TMUA & MAT Comprehensive Course are exclusively offered online.
During the in-person class sessions, you have the flexibility to join online or attend in person. At all other times, learning takes place online. Please note that accommodation, meals, and travel expenses for attending the in-person sessions are not included in the course fee.
Provides a deep dive into essential mathematical concepts and principles, develops your critical thinking skills, and builds a strong foundation for the TMUA and the Oxford MAT.
Revised annually and aligns closely with the latest TMUA and Oxford MAT syllabi and features hundreds of exam-style practice questions designed to help you achieve top scores.
Purchase any bundle and get corresponding TMUA or Oxford MAT Categorised Questions (2025 Edition) PDFs FREE!
Boost your exam performance with 1000+ online practice questions and detailed solutions covering all the essential topics.
12 full-length mock exams (8 TMUA, 4 Oxford MAT) meticulously recreate the official online testing environment. Build unshakeable confidence and excel on test day.
Problem-solving strategies, number sense, sets & functions
Descriptive stats, probability, statistical reasoning
Manipulation, polynomials, sequences & series
Ratios and proportions, algebraic manipulations, equations, inequalities, polynomials
Differentiation, integration
Graphs of functions, curve sketching, trigonometric functions
Plane geometry, coordinate geometry, Solid figures
Counting and probabilities, statistics
Manipulation, equations, inequalities
Graphs of functions
Plane geometry, solid figures
Counting, sequences, ratios & proportions
Differentiation, integration
Curve sketching, trigonometry, exponentials & logarithms
Polynomials, equations, binomial expansions, series
Coordinate geometry
Kinematics, statics, dynamics, work, energy, momentum
Waves, ray optics
Circuits, electrical elements, magnetism, electromagnetic induction
Atomic structure, chemical bonding, formulae and equations, separation techniques, quantitative chemistry, oxidation/reduction, electrolysis
Metals, acids/bases/salts, chemical tests, air and water
Energetics, kinetic/particle theory, rates of reaction, equilibrium
Organic chemistry, environmental
Proteins/enzymes, DNA, cell structure, gene mutation, membrane transport, cell division, gene technologies
Inheritance, variation and natural selection
Digestive, respiratory, circulatory, nervous, endocrine, urinary, reproductive, immune system, homeostasis
Communicable and non-communicable diseases
Respiration and photosynthesis, plant transport, transpiration
Ecosystem, material cycling, biodiversity
Gravitation, moon phases, solar system
This module establishes the core mathematical principles assessed in STEP.
Equations, Inequalities, and Polynomials
Functions, graphs, curve sketching, and trigonometric identities
Dive deeper into pure mathematics with topics crucial for STEP 2.
Gain a solid understanding of mechanics and statistics concepts.
Static equilibrium, kinematics, dynamics, energy and momentum
Probability, distributions, games and strategies
Tackle advanced pure math topics to excel in STEP 3.
Master challenging concepts in mechanics and statistics.
Impact, circular motion, and simple harmonic motion
Further random variables
Averages, ranges, distributions
Permutations, combinations, and probability calculations
Algebraic manipulation, equations, inequalities, and polynomials
Trigonometric functions and identities
Graphing techniques and curve sketching
Differentiation, integration, and their applications
Plane geometry, coordinate geometry, and geometric proofs
Properties of 3D shapes, surface area, and volume
Direct and inverse proportion, scale factors
Logical statements, reasoning, and proofs
Divisibility, prime numbers, and modular arithmetic
Mathematical arguments, and formal logic
Elementary algorithm design and analysis
Average, range, distribution
Permutations, combinations, probability
Algebraic manipulation, equations, and inequalities
Graphs of functions
Number sequences and patterns
Plane geometry and solid figures
Understanding and applying ratios
Polynomial functions and equations
Sketching graphs of various functions
Trigonometric functions and identities
Exponential and logarithmic functions
Advanced equation-solving techniques
Expanding binomial expressions
Arithmetic and geometric series
Differentiation and integration
Using coordinates in geometric problems
Kinematics, static equilibrium, dynamics, work and energy, momentum
Properties of matter
Heat, temperature, and thermodynamics
Wave properties, wave phenomena (including optics)
Electric circuits, magnetic fields, electromagnetism
Basic concepts of nuclear physics
Algebraic manipulation, equations, inequalities
Trigonometric functions and identities
Sequences, series and patterns
Polynomial functions and equations
Basic differentiation and integration techniques
Plane geometry, coordinate geometry, solid figures
Kinematics, forces, energy, momentum
Wave properties, wave phenomena
Electric circuits, magnetic fields
Reflection, refraction, lenses
Basic concepts of nuclear physics
Moon phases, eclipses, solar system
This module is a combined mathematics and physics curriculum, drawing from topics in both ESAT and PAT.
Statistics, algebra, trigonometry, functions, calculus, geometry
Mechanics, matter, thermal physics, waves, electricity & magnetism, nuclear physics, astrophysics
