Maths

In the Mathematics department at Brockington College, we believe it is essential for students to truly understand mathematical concepts rather than simply follow rote procedures. Our aim is to help students make sense of ideas, see how they connect, and develop the confidence to apply their knowledge in a wide range of contexts.

At Key Stage 3 (Years 7–9), the curriculum focuses on the core strands of number and algebra, geometry and measure, and data handling and probability. We use evidence-based practices to build strong conceptual understanding, making deliberate use of manipulatives, visual aids and challenging questions. This approach encourages deeper thinking rather than rushing ahead to new topics. We also place great emphasis on precise mathematical language so that students can clearly and confidently explain their ideas. In Years 7 and 8, students are taught in mixed-attainment classes (with Year 7 taught in form groups to support transition from primary school). In Year 9, students are placed into sets based on their progress, with teaching tailored to ensure every student is well prepared for GCSE study.

At Key Stage 4 (Years 10–11), we offer three pathways designed to support and challenge students according to their needs. The Foundation Pathway ensures that key concepts are revisited and secured. The Higher Pathway provides stretch for those aiming for grades 5–7 while consolidating core ideas. The Higher+ Pathway extends learning beyond Key Stage 3 and prepares students for A-Level mathematics, targeting grades 7–9. All pathways feature specially designed problem-solving units, allowing students to revisit key content and develop their ability to apply mathematics creatively in different situations.

At the end of the course, all students sit a GCSE Mathematics qualification with the AQA exam board, either at foundation or higher tier. The most able students may also be offered the opportunity to take the Level 2 Further Mathematics qualification as an additional challenge.

Above all, our vision is to inspire students to see mathematics not just as a subject to be studied, but as a powerful and fascinating way of thinking that opens doors, develops curiosity, and builds confidence for life beyond school.

Programmes of study

Key Stage 3

Year 7Year 8Year 9
Positive integer arithmeticFractions and decimalsPercentages
MeasuresAngle calculationsProbability
Properties of integersAlgebraic expressionsSequences
Shape propertiesShape calculationsAnalysing data
Place value and decimalsFactors and algebraInequalities
Negative arithmeticProportional reasoningCircle measure
FractionsEquationsAlgebra and straight line graphs
Data representationFormulae and graphsTransformations
Scale and similarity

Key Stage 4

MeasuresUnderstanding proportionRounding, estimation and the limits of accuracy
Number and operationPolygonsUnderstanding Proportion
Expressions and formulaeExpressions and formulaeTransformations and vectors
Understanding proportionUnderstanding productsExpressions and formulae
Single event probabilityRaw numerical dataPercentages
Categorical dataUnits, scales and proportionsLinear graphs
Units, scales and proportionRounding, estimation and the limits of accuracyUnderstanding products
Accurate and inaccurate diagramsSequencesRight angled Pythagoras and trigonometry
Financial calculationPercentagesNumerical data
Equations, inequalities and identitiesLinear graphsSequences
Place value, rounding and estimationTransformations and vectorsMensuration
SequencesProbabilityRational and irrational numbers
PercentagesPolyhedraEquations, inequalities and identities
TrianglesEquations, inequalities and identitiesNon-linear graphs
Linear graphsAccurate and inaccurate diagramsNumber problems
Transformations and vectorsAlgebraic proportionProbability
Understanding productsNumber problemsAlgebraic proportion
Sampling and data collectionIterative methodsIterative methods
Non-linear graphsCurved shapesAccurate and inaccurate diagrams
PolygonsSampling and data collectionProportion and graphs
Probability of two or more eventsForming equationsTrigonometry in non-right angled triangles
Forming equationsPythagoras and trigonometryAlgebraic problems
PolyhedraRational and irrational numbersGraphical problem solving
Number problemsNon linear graphsIterative processes
Graphical problem solvingGrouped numerical dataCoordinate geometry
Numerical dataGraphical problem solving
Curved shapesIterative processes
Estimates and the limits of accuracy

Staff list

  • Mr P Killick (Director of Learning for Mathematics and Numeracy)
  • Mr S Elkins (Second in Department – Mathematics)
  • Mr M Downer
  • Mr M Gardner
  • Mr M Higham
  • Ms K Lay
  • Mr S M’Nasri
  • Ms H Pirmahomed
  • Mrs J Snape

Useful links

In mathematics, we use two main websites to help facilitate learning online. These are Corbett Maths and www.ttrockstars.com.  All students have access to both of these websites, if you need help accessing them, please contact a member of the mathematics team.