At A Level students will study both Pure and Applied Mathematics. Pure Mathematics develops the ideas introduced at GCSE, such as Algebra, Graphs and Trigonometry.  The Applied Mathematics content is drawn from Statistics and Mechanics.  Studying Mathematics gives students techniques for understanding and solving problems and it encourages the development of a logical and enquiring mind.

Mathematics goes well with every subject and it is probably the most marketable A Level in terms of acceptability. There are good economic reasons for studying Mathematics and it is difficult to think of any further education course or career where it would not be welcomed in combination with other subjects.

A Level Mathematics is welcomed as a qualification for a variety of Higher Education courses.

A Mathematics qualification is vital for some subjects, such as Engineering and Physics, and useful for others, such as Biochemistry and Economics. Students aiming for a Mathematics, Engineering or Physics degree should also consider taking Further Mathematics A Level.

Many Mathematics graduates work in Accountancy, Computing, Engineering, Management or Teaching.

This course covers:

  • Year One: students study Pure Mathematics, Mechanics and Statistics.
  • Year Two: these topics are developed further.

Pure Mathematics includes Algebra, Graphs, and Trigonometry. Mechanics is the study of moving objects, and Statistics is the study of data.

Course Specific Trips, Visits & Experiences

Mathematics A Level students have the opportunity to take part in a variety of course related experiences. In recent years, these have included:

In addition to course specific experiences, students also have the opportunity to get involved in the College’s Activities Programme.

All students need to gain an experience of the work place during their time at College and for students studying vocational courses it should ideally be linked to one of their subject areas.

There is no coursework, this subject is 100% examination.

The exam board for this A Level is Pearson Edexcel.

All students need to have at least five GCSEs at Grade 4 or above (and a satisfactory school reference) in order to be accepted on an A Level/BTEC Level 3 Programme. 

In addition, students should meet the following minimum GCSE requirement:  

  • Grade 6 in Maths  

Students must be competent in manipulating algebraic equations and should enjoy interpreting graphs.

Why choose Maths?

Maths will develop a student’s problem solving skills, and also a logical and systematic approach to their work.

Mathematics is also considered by universities to be a good facilitating subject and will be welcomed as a qualification for the majority of courses. And, of course, it is a great subject if you enjoy Maths!

Is A Level Maths more difficult than GCSE?

Yes, however the first half term revisits topics from the GCSE course. After that, the level of difficulty increases as new topics are covered. Maths skills are developed by building on knowledge and learning constantly throughout the course.

How much work does the course involve?

In addition to their lessons in College, students are expected to spend about five hours a week outside the classroom on their Maths studies. This will consist of:

• Weekly formal homework questions in a booklet.
• Revision for a weekly test based on each week’s previous homework.
• MyMaths homework to supplement learning.
• Teachers may also set remote learning work in the form of in-house videos.

What assessments are there during the year?

• Weekly tests
• Key assessments every half term. Results of these are reported to parents.
• A Progression exam at the end of the Lower Sixth. This result helps determine a predicted final grade which is required for a university or apprenticeship application.
• In the Upper Sixth, the format continues until the final exams which consist of two Pure Maths papers and one Applied Maths paper (Statistics and Mechanics).

What resources do you use?

Each student is issued with textbooks and Reigate College workbooks.
In addition, students have access to Reigate College teacher videos, MyMaths, and Pearson ActiveLearn.
Within lessons mini whiteboards are frequently used and students are expected to purchase a scientific calculator

Which skills are important for the course?

Algebra is crucial together with the ability to manipulate algebraic expressions. An appreciation for numbers in the forms of indices and surds is useful. Trigonometry is also important, as well as understanding and recognising graphs.

What are the Applied Maths units and how are they examined?

There are two aspects to Applied Maths – Mechanics and Statistics

• Mechanics topics look at the study of the physical world, modelling the motion of objects and the forces acting on them.
• An understanding of Statistics is an important life-skill. Topics covered are probability, statistical distributions and hypothesis testing.

In the final exam, the ratio of Pure to Applied is 2/3 Pure and 1/3 Applied (split evenly between Mechanics and Statistics). This is reflected in the teaching as we dedicate roughly eight weeks of teaching per academic year to Applied and the rest to Pure.

What is the difference between Maths A Level and Further Maths A Level?

• Further Maths consists of two A Levels – Maths and Further Maths
• Further Maths students have twice as many lessons and twice as much homework as A Level Maths students. They are expected to complete about ten hours of mathematics study outside the classroom each week
• The topics covered in Further Maths are more challenging and complex, which is why it has higher entry requirements
• Most students who study Further Maths also take two other subjects, resulting in a four course study programme.

Is there any assessed coursework?

No. Mathematics A Level is based entirely on exams which are sat at the end of the Upper Sixth.

How to Apply

Applications for entry September 2022

Please apply (from 28 September 2021) via the link on this page:

Please see the Admissions timetable for information about the College’s enrolment process.

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