TMUA和牛津MAT考試是你報讀牛劍、G5等名校的數學、電腦科學、經濟類專科的敲門磚。謝濤老師的視像課程為你提供全面、高效和靈活的備試方案。透過系統的課程講解、專業的應試指導，令你事半功倍，高效掌握考試技巧，圓夢名校！
深入講解TMUA和牛津MAT考試核心、TMUA擴展和牛津MAT擴展模組，助你全面精通。
資深牛劍備試導師謝濤老師，擁有近二十年的豐富經驗，傳授寶貴見解。
從核心模組的基礎概念到拓展模組的高階策略，步步為營。
透過清晰、簡潔的視像講解，深入理解具有挑戰性的概念。
配套TMUA+MAT練習題集，1200+習題提供詳細解析。
隨時隨地觀看視像課程，依照自己的步調學習。
立志在牛津、劍橋、帝國理工、倫敦政經學院、倫敦大學學院等大學修讀數學、電腦科學、經濟或相關學科的學生。
渴望在TMUA和牛津MAT考試中取得優異成績，以增強競爭優勢的考生。
尋求有系統、高效的方式來準備這些極具挑戰性的考試的學生。
優易TMUA+MAT視像課程課程包含3大模組，支援3種課程組合配置，精準配合不同學術背景的學員需求。
立即自訂您的專屬TMUA和牛津MAT決勝方案！
|
課程組合 |
TMUA | MAT | TMUA+MAT |
|---|---|---|---|
| TMUA+MAT核心 模組 | ✅ | ✅ | ✅ |
| TMUA擴展 模組 | ✅ | ✅ | |
| MAT擴展 模組 | ✅ | ✅ |
|
課程組合 |
TMUA | MAT | TMUA+MAT |
|---|---|---|---|
| 章節數 | 20 | 20 | 25 |
| 視像時長 | 20小時 | 20小時 | 25小時 |
| 練習題量 | 800 | 800 | 1000 |
| 建議學時 | 100小時 | 120小時 | 140小時 |
| 價格 | US$409.89 | US$409.89 | US$506.18 |
* 課程資料有效期至考試日當天，方便你彈性安排學習進度。
《TMUA和MAT全面對比 — 沒想到它們居然如此相似》
謝濤老師匠心打造，影片時長近50小時，超全面、超系統講解TMUA和牛津MAT考試的精品視頻課程！
教材每年修訂，緊扣最新的TMUA和牛津MAT考試大綱，包含考點講解和數百道考試風格的例題，助您有的放矢，高效備試。
購買任意課程組合即可免費獲贈相應的TMUA或牛津MAT分類真題集（2025版）PDF！
1000多道線上練習題涵蓋全部考點，所有習題都配有詳細解析，幫您提升考試成績。
TMUA（大學入學數學考試）是一項基於電腦的考試，用於評估考生數學思維和推理能力。英國一些大學將其作為數學和相關課程錄取過程的一部分。如欲進一步了解TMUA考試，請參閱TMUA考試全面解讀 — 快速了解考試關鍵信息。
牛津MAT（數學入學考試）自2023年起亦改為基於電腦的考試，側重於解決問題和數學推理。它是申請牛津大學本科數學和電腦相關課程的必要條件。如欲進一步了解MAT考試，請參閱牛津MAT全面解讀 — 快速了解考試關鍵信息。
你將獲得：
我們課程資料中的題目，一部分由優易的專業導師團隊原創編寫，另一部分則取自歷年牛劍入學考試真題及相關競賽的真題或改編題。
你完成付款後，即可透過線上帳戶觀看視像課程（僅限TMUA+MAT視像課程用戶）及使用線上練習題集。有效期內，你可隨時隨地使用電腦、平板電腦或手機等裝置觀看線上視像課程。
我們的視像課程和教材設計完善，惟我們理解你在學習過程中仍可能遇到疑問，或希望獲得更佳的學習效果。因此，我們特設付費輔導服務，由導師提供個人化輔導及詳細解答你的疑問。如有需要，歡迎聯絡本機構了解更多個人化輔導服務的資訊。
敬請留意，視像課程和線上練習題集恕不接受退款申請。建議你於購買課程前仔細閱讀課程詳情，包括課程大綱、教材樣本、練習題樣本及常見問題解答等，以確保課程切合自身需要。
我們的專業支援團隊隨時準備協助您解決任何技術問題或技術困難。您可以透過即時通訊應用程式或info@ueie.com聯絡他們。
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
平均數、範圍、分佈
排列、組合、機率計算
代數運算、方程式、不等式、多項式
三角函數和恆等式
繪圖技巧和曲線草圖
微分、積分及其應用
平面幾何、坐標幾何和幾何證明
3D形狀的屬性、表面積和體積
正比例和反比例、比例因子
邏輯語句、推理和證明
整除性、質數和模運算
數學論證和形式邏輯
基本演算法設計和分析
