TMUA와 옥스포드 MAT를 효율적으로 준비하고, 빠르게 성적을 향상시키고 싶으신가요? 謝濤 선생님의 TMUA 및 MAT 자기주도학습 세트가 이상적인 선택입니다! 전문가 수준의 비디오 강의로 핵심적인 시험 컨텐츠를 직접 공략하고, 방대한 실제 문제 연습으로 문제 풀이 테크닉을 마스터할 수 있습니다. 또한, 실전 모의고사를 통해 시험 환경에 미리 적응하여 자신감 있게 시험을 치르고 높은 점수를 얻을 수 있습니다!
謝濤 선생님의 직접 강의로, TMUA와 옥스포드 MAT의 모든 시험 컨텐츠를 깊이 있게 분석하고, 시험 범위를 전반적으로 커버합니다.
1200+ 문제 연습, 주제와 난이도별 분류, 상세한 해설 포함, 학습 내용을 공고하게 만들어드립니다.
8세트의 TMUA+4세트의 MAT 실전 모의고사로, 시험 환경에 미리 적응할 수 있게 도와드립니다.
각 문제마다 상세한 단계별 해설을 제공하여, 문제의 해결 과정을 철저히 이해하고, 통찰력을 키울 수 있습니다.
연습 문제와 모의고사 문제의 난이도를 단계화해서 제공하여, 목표 지향적인 훈련으로 시험 대비 능력과 숙련도를 전반적으로 향상할 수 있습니다.
컴퓨터, 휴대폰, 태블릿에서 학습 진도를 동기화하여, 시간과 장소에 구애받지 않고 자유롭게 진행할 수 있습니다.
謝濤 선생님 팀에서 문제들을 직접 제작하거나 변형하여, 최적화된 형태로 시험 준비를 도와드립니다.
謝濤 선생님의 다년간의 교육 경험, 전문적이고 효과적인 방법, 시험 동향에 따라 지속적으로 업데이트된 강의 내용을 제공해 드립니다.
옥스퍼드, 캠브리지, 임페리얼, LSE, UCL 등의 대학에서 수학, 컴퓨터 과학, 경제학 또는 관련 전공을 공부하고자 하는 학생.
TMUA 및 옥스퍼드 MAT 시험에서 우수한 성적을 거두어 경쟁 우위를 확보하고자 하는 수험생.
이러한 매우 어려운 시험을 체계적이고 효율적인 방식으로 준비하고자 하는 학생.
UEIE’s TMUA 및 MAT 자기주도학습 세트 features 3 core modules configurable into 3 premium course bundles, engineered for students with varying academic profiles.
Design your optimal TMUA and Oxford MAT success blueprint today!
|
Course Bundle |
TMUA | MAT | TMUA & MAT |
|---|---|---|---|
| TMUA & MAT Core Module | ✅ | ✅ | ✅ |
| TMUA Extension Module | ✅ | ✅ | |
| MAT Extension Module | ✅ | ✅ |
* Every combination includes a set of video lectures, matching practice questions, and full-length mock exams to help you reinforce your learning.
* Enjoy access to the course materials until your test day, allowing you to learn at your own pace.
TMUA vs. MAT: Uncover the Similarities and Differences
Tailor your TMUA or Oxford MAT learning with our three distinct modules of TMUA & MAT Video Lectures, each focusing on essential topics.
TMUA & MAT Core
Video Lectures
TMUA Extension
Video Lectures
Oxford MAT Extension
Video Lectures
Reinforce your learning with three corresponding modules of TMUA & MAT Practice Questions, providing targeted practice and detailed solutions.
TMUA & MAT Core
Practice Questions
TMUA Extension
Practice Questions
Oxford MAT Extension
Practice Questions
The TMUA (Test of Mathematics for University Admission) is a computer-based test that assesses your mathematical thinking and reasoning skills. It’s used by several universities as part of their admissions process for mathematics and related courses. Learn more in our TMUA Essential Guide: The Key Concepts.
The Oxford MAT (Mathematics Admissions Test) is also a compter-based test, since 2023, that focuses on problem-solving and mathematical reasoning. It’s specifically required for applicants to undergraduate mathematics, computer science or related courses at the University of Oxford. Learn more in our Oxford MAT Essential Guide: The Key Concepts.
You’ll get:
Our learning materials include a mix of original questions crafted by UEIE’s expert tutors and questions carefully selected or adapted from past Oxbridge admissions tests and relevant competitions.
After purchase, you’ll receive immediate access to the video lectures (TMUA & MAT Video Lectures users only) and practice questions through your online account. You can stream the lectures and access them anytime, anywhere, on your PC, tablet or mobile devices for two years.
While the video lectures and materials are designed to be comprehensive, we understand you might have specific questions or need a deeper understanding of the concepts. We offer paid tutoring services to provide personalized support and answer your questions in detail. Contact us for more information about our tutoring options.
Please note that we DO NOT offer refunds for our video lectures and practice questions. We encourage you to carefully review the course detials, including course curriculum, sample lectures, sample practice questions, and FAQs to ensure the course is a good fit for your needs before purchasing.
Our dedicated support team is readily available to assist you with any technical questions or technical difficulties. You can reach them through instant message app or info@ueie.com.
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
