The full name of Oxford Maths Admission Test is Maths Admission Test, which is a written test held by Oxford University to test the mathematical level of applicants majoring in mathematics and computer science.

2. what institutions can 2. MAT application?

1. Department of Mathematics, Imperial College London:

1. Mathematics course

Three-year course (180 ECTS):

Bachelor of Mathematics (UCAS code G 100)

Bachelor of Science in Mathematics, Optimization and Statistics (GG3 1)

Bachelor of Mathematics (Pure Mathematics) (G 125)

Bachelor of Science in Mathematics and Applied Mathematics/Mathematical Physics (G 1F3)

Bachelor of Science in Mathematics and Mathematical Computing (G 102)

Bachelor of Science in Mathematics and Statistics (G 1G3)

Bachelor of Science in Financial Statistics (G 1GH)

Four-year course (240 credits):

MSci mathematics (G 103)

One-year MSci Mathematics (G 104)

2. Joint Mathematics and Computer Courses

Three-year course (180 ECTS):

Engineering Mathematics and Computer Science (UCAS code GG 14)

Four-year course (270 ECTS):

Engineering Mathematics and Computer Science (GG4 1)

Second, Oxford University.

computer science

Mathematics major

Joint professional interdisciplinary

Can a. MAT replace TMUA?

You can't.

Many universities use the College Entrance Examination for Mathematics (TMUA), but Oxford University does not. Need to register for two exams. If the exam is on the same day, you can apply by email to avoid the exam time on the same day.

B. can we use STEP/BMO/IMO instead?

number

3. Warwick University

Bachelor of Mathematics (G 100)

Master of Mathematics (G 103)

3.MAT test time

On September 1 day, 2020, MAT began to register.

MAT registration will be closed on June 5438+1October 65438+May, 2020.

165438+20201October 4th, MAT test time.

202 1 1 month, with achievements.

4. The examination form is timely and long.

MAT is a written test. The examination time is 2 hours and 30 minutes (150 minutes).

5. What is 5? MAT test?

Polynomial, algebra, geometry, trigonometric function, logarithm and power, sine and cosine, fraction, Alevel mathematics and other related knowledge.

The MAT test is divided into two parts, 100.

The first part:

There are multiple choices for the question 1, including the part of 10, with 4 points for each part. ***40 points.

Select a sample question:

The second part:

2-7 is entitled short answer questions, with each question 15 points. Choose four questions to answer.

Candidates applying for the following majors need to answer questions 1, 2, 3, 4 and 5:

Mathematics, Mathematics and Statistics, Mathematics and Philosophy in Oxford University;

Mathematics major in Imperial College London;

Mathematics major of Warwick University;

Candidates applying for the following majors need to answer questions 1, 2, 3, 5 and 6:

Major in mathematics and computer science at Oxford University;

Candidates applying for the following majors need to answer questions 1, 2, 5, 6 and 7:

Computer science, Oxford University;

Oxford university computer science and philosophy.

The sentence "Instructions in A take precedence over any instructions related to you in B" applies to:

Apply for both Oxford University and Imperial College students.

6. Frequently asked questions:

If you are applying for mathematics, computer science or related courses at Oxford University, you need to take the MAT. Oxford university welcomes students who take STEP, but STEP cannot replace MAT. If you don't take the MAT (except in special circumstances), your application will not be considered.

If you apply before the MAT registration deadline, and the applicant is a Level or IB student, you must apply for MAT for all BSc and MSci math courses in Imperial College London, London. For applications submitted thereafter, the conditional admission of A-level or IB candidates will involve steps.

7. Examination scope outline:

Mathematics entrance examination outline,

Joint degree and computer science

Published in 20 18 1 month.

Polynomial: Quadratic formula. Complete the square. Discrimination-

Nantes. Factorization. Factor theorem.

Algebra: A simple simultaneous equation with one or two variables. solution

Simple inequality. Positive integral exponential binomial theorem.

Combinatorial and binomial probabilities.

Differential: the derivative of x a, including fractional exponent.

Derivative of e kx. Derivative of sum of functions. Tangent and nor-

Mals of graphs. Turning point. Second derivative. Maxima and

Tiny. Increasing and decreasing functions. The difference with the first

Principle.

Integral: Indefinite integral as the opposite of differential. Definition-

Nite integrals and the symbolic areas they represent. The integration of x a (in which

a 6=？ 1) and its sum.

Graphics: quadratic and cubic graphics. Chart of

Use graphic equations and inequalities.

Logarithm and Power: Logarithm and Exponential Law. Solution-

The solution of equation a x = b.

Transformations: relationships between graphs

y = f (ax)，y = af (x)，y = f (x？ a)，y = f (x) + a

And the graph of y = f (x).

Geometry: Coordinate geometry and vector on the plane. Equality-

A combination of straight lines and circles. Basic properties of a circle. The length of

Circular arc.

Trigonometry: the solution of simple trigonometric equation. Identity-

knot

sin 2 x + cos 2 x = 1，sin(90 x) = cosx。

Periodicity of sine, cosine and tangent. Sine and cosine rules of triangles.

Sequence and series: a sequence defined by formula iteration.

Arithmetic and geometric series *. Their sum *. Polymerization con-

Conditions of infinite geometric series.

* part of a-level mathematics syllabus.

The MAT syllabus is quite concise, covering only most of the basic knowledge of high school mathematics (excluding advanced mathematics).

Compared with the ALLEVEL Mathematics and IB SL Mathematics Syllabus of major British examination bureaus, they lack knowledge of vectors, probability statistics and so on. The knowledge points covered by AP calculus AB syllabus of American high school curriculum are also much less. Although the scope is small, it is not simple. Need to be fully prepared.

8. How to prepare for the exam:

Master the above knowledge system+do the problem, you can consult the relevant teaching materials. Or find a teacher with test experience to guide after class!