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MAT Standard Course

Categories Oxbridge Prep

A course by

Xie Tao
Xie Tao
Independent Teacher

About Course

Xie Tao MAT Standard Course is the most professional and effective MAT test prep course that helps you achieve higher scores in the MAT test.
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What I will learn?

  • This course covers all topics of MAT specification.
  • You'll learn lots of problem solving skills in maths and improve your performance on the MAT test.
  • You are suggested to spend no less than 3 months (or 80 learning hours) to study this course.

Course Curriculum

Video Lectures (23 episodes)

  • 56:41
  • L01 Logic of Arguments
    00:00
  • L02 Counting and Probabilities
    00:00
  • L04 Polynomials
    00:00
  • L05 Equations
    00:00
  • L06 Inequalities
    00:00
  • L07 Functions and Their Graphs
    00:00
  • L08 Curve Sketching
    00:00
  • L09 Trigonometric Functions
    00:00
  • L10 Trigonometric Equations
    00:00
  • L11 Exponentials and Logarithms
    00:00
  • L12 Sequences and Series
    00:00
  • L13 Differentiation
    00:00
  • L14 Integration
    00:00
  • L15 Application of Integration
    00:00
  • L16 Recursion
    00:00
  • L17 Games and Strategy
    00:00
  • L18 Plane Geometry (for Math)
    00:00
  • L19 Coordinate Geometry I (for Math)
    00:00
  • L20 Coordinate Geometry I (for Math)
    00:00
  • L21 Coordinate Geometry II (for Math)
    00:00
  • L22 Deductive Reasoning (for CS)
    00:00
  • L23 Elementary Algorithms (for CS)
    00:00

Exercises with Solutions (23 sets)

Practices with Solutions (23 sets)

Supplements with Solutions (23 sets)

Past Papers Full Solutions (2001-2023)

Categorised Past Questions with Solutions (16 topics)

UEIE MAT Mocks (3 sets)

£802.85 £1 032.89

Material Includes

  • 23 video lectures (duration of approx. 23 hours)
  • 240+ exemplar questions and 800 practice questions
  • 3 sets of UEIE MAT Mock Papers
  • MAT Coursebook PDF + online solutions
  • MAT Workbook PDF + online solutions
  • MAT Past Papers (2001-2023) PDF + online solutions
  • MAT Categorised Questions (2024 Edition) PDF + online solutions

Requirements

  • Completion of A Level Mathematics or equivalent high school mathematics course is required.
  • Preparation of competition maths at high school level is preferred.

Target Audience

  • Students applying for Mathematics or Computer Science courses at Oxford, Imperial College London, Warwick, etc.
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