Course Info

A Level Mathematics

Course content & format

A Level Mathematics builds on the knowledge and skills developed at GCSE and takes your understanding of mathematical ideas to a much higher level. It is an excellent choice for students who enjoy problem-solving, logical thinking and working with abstract ideas, and it provides strong preparation for a wide range of university courses and careers.

This is a two-year A Level course, usually studied alongside two other A Levels or equivalent qualifications. The course is divided into Pure Mathematics and Applied Mathematics, with Pure Mathematics making up two-thirds of the qualification. Applied Mathematics consists of Statistics and Mechanics. Pearson’s standard A Level Mathematics has no optional modules or units.

In Pure Mathematics, you will develop your understanding of algebra, functions, graphs, trigonometry and calculus, as well as topics such as exponentials and logarithms, the binomial expansion, radians, parametric equations and vectors.

In Statistics, you will build on prior work in probability and data handling, developing your understanding of statistical distributions, hypothesis testing and how mathematics can be used to interpret and analyse data.

In Mechanics, you will study mathematical models of motion and forces, exploring topics such as kinematics, variables, friction and Newton’s laws. This part of the course is especially valuable for students also studying Physics.

Your unique experience

Mathematics lessons give you the opportunity to develop your logic, resilience and problem-solving skills in a supportive environment. Students are encouraged to ask questions, discuss methods and work collaboratively, while also building the independence needed to tackle challenging unfamiliar problems.

The course helps students move from GCSE-style learning towards becoming confident mathematicians who can apply their knowledge in a range of contexts. You will develop fluency, reasoning and mathematical communication, all of which are highly valued in further study and employment.

Entry Qualifications

Entry requirements for A Level courses

· Five GCSEs at grade 4 or above, including English and Mathematics.

· A strong interest in and enthusiasm for, the subject chosen.

· A willingness to commit to regular Independent Study outside of lesson time, as A Level courses require a high level of motivation, organisation and academic commitment.

· An interview may be required as part of the application process.

Please note: some courses have additional entry requirements.

How is this course assessed?

This is a linear course, which means all assessments are taken at the end of the two-year programme.

There are three written external examinations, each lasting 2 hours and each worth 33.3% of the A Level:

· Paper 1: Pure Mathematics

· Paper 2: Pure Mathematics

· Paper 3: Statistics and Mechanics

What can I do next?

A Level Mathematics is highly valued by universities and employers because it develops strong analytical, numerical and problem-solving skills.

It can support progression into areas such as:

· Mathematics

· Engineering

· Physics

· Computer Science

· Accountancy

· Banking and Finance

· Economics

· Data-related careers

· Higher or degree apprenticeships

Clarendon Sixth Form College : Science & Mathematics

Please Note: While every effort is made to maintain the accuracy of these details, changes can and do occur. Please confirm the course details when enrolling.

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