Mathematics

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Mathematics is central to science, technology, engineering and many areas of modern life. It develops logical thinking, precision and the ability to solve complex problems. At A Level, students deepen their understanding of mathematical concepts while learning to apply them confidently in a range of real-world contexts.

This course is ideal for students who enjoy problem solving, abstract thinking and working through challenging ideas with determination and perseverance.

  • Course Content

    Students study a combination of Pure Mathematics and Applied Mathematics.

    Pure Mathematics includes topics such as algebra, functions, trigonometry, calculus and proof. These areas build strong theoretical foundations and develop advanced reasoning skills.

    Applied Mathematics includes Statistics and Mechanics, where students learn to model real-life situations mathematically. This includes analysing data, interpreting statistical results and applying mathematical principles to physical systems involving forces and motion.

    Students are expected to use appropriate technology, including graphical calculators, to support analysis and problem solving.

  • Skills Gained

    Students develop:

    • Advanced algebraic and analytical skills
    • Logical reasoning and structured problem solving
    • Mathematical modelling and interpretation
    • Statistical analysis and data handling
    • Clear written communication of mathematical reasoning
    • Independent study and perseverance


    Mathematics builds resilience, accuracy and confidence — qualities highly valued in higher education and employment.

  • Pathways

    A Level Mathematics supports progression to a wide range of degree courses, including:

    • Engineering
    • Physics
    • Computer Science
    • Economics
    • Finance and Accountancy
    • Data Science
    • Mathematics


    It is essential for many STEM-based degrees and highly regarded by universities across disciplines.

  • Assessment Method

    Assessment is through three externally examined written papers at the end of the two-year course.

    All papers assess Pure Mathematics and Applied topics (Statistics and Mechanics). There is no coursework component.

    Questions include problem-solving, mathematical reasoning and extended responses requiring clear working and justification.