A-Level

Mathematics

A Level Mathematics is a fascinating subject that helps you unlock the mysteries of science, technology and statistics. It offers higher earning potential, exciting career opportunities and a grounding in important life skills, while allowing you to deepen and extend the mathematical understanding you developed at GCSE.

Mathematics
 

Year 12

Students follow a linear A Level course, beginning in Year 12 by building on key ideas from GCSE. You will deepen your understanding of algebra and trigonometry, work with functions and graphs and meet the foundations of calculus.

Alongside this, you are introduced to statistics and mechanics, learning how to apply mathematical methods to model real situations. You will start to handle data, interpret statistical measures and use basic ideas of forces and motion, while developing confidence in reasoning and proof.

 

Year 13

In Year 13 you extend your pure mathematics further, studying more advanced calculus, algebraic techniques and trigonometric identities. You will also deepen your work in statistics and mechanics, applying your knowledge to more complex contexts and multi-step problems.

As this is a fully linear qualification, all assessment takes place at the end of Year 13 through three written examinations covering pure mathematics, statistics and mechanics. Students should consider this course if they have a proven passion for the subject and enjoy tackling challenging abstract ideas.

 

Assessment Components

Component 1

Time limit3 written exams at end of Year 13
MarksCovers pure, statistics & mechanics

Component 2

StructureLinear A-Level (no coursework)
Supervised timeClasswork + final exams only
MarksAssessment 100% examination

Assessment is entirely by examination: students sit three written papers at the end of Year 13, testing their understanding of pure mathematics, statistics and mechanics, as well as their ability to apply methods, solve problems and construct clear mathematical arguments.

 

Opportunities

A Level Mathematics is essential preparation for any numerate discipline at university, including the physical sciences, engineering and medicine. It is also highly regarded by universities and employers as excellent “training for the mind”.

The problem-solving, logical reasoning and analytical skills you gain are valued in a wide range of careers such as finance, data analysis, engineering, computing, economics and many other fields where confidence with numbers is important.

 

Entrance Requirements

Essential Grade 6 in Maths.

Desirable Grade 7 in Maths.