Mathematics
Courses
Key Stage 4 Courses | Key Stage 5 Courses |
---|---|
Edexcel GCSE Mathematics | Edexcel AS Level Mathematics |
Edexcel A Level Mathematics |
Why do we study Mathematics?
It would be difficult, perhaps impossible, to live a normal life in the 21st century without making use of mathematics in some kind. As such, mathematics is useful, be it through the use of arithmetic skills used at home or at the workplace, in the development of scientific and modern technology and the utilisation of more and more advanced mathematical tools in management, commerce and industry.
Along with the national curriculum we aim for pupils to:
- Become fluent in the fundamentals of mathematics, including through varied and frequent practice with increasingly complex problems over time, so that pupils develop conceptual understanding and the ability to recall and apply knowledge rapidly and accurately
- Reason mathematically by following a line of enquiry, conjecturing relationships and generalisations, and developing an argument, justification or proof using mathematical language
- Solve problems by applying their mathematics to a variety of routine and non-routine problems with increasing sophistication, including breaking down problems into a series of simpler steps and persevering in seeking solutions
The Mathematics Department Team
The Mathematics Programme of Study
Key Stage 3 – Years 7, 8 and 9
KS3 | YEAR 7 | YEAR 8 | YEAR 9 |
---|---|---|---|
AUTUMN |
^{Settling in and Unit 7.01 Place value Unit 7.02 The Four Operations Unit 7.03a Fractions and Unit 7.03b Calculations with Fractions Unit 7.04 Fractions decimals and Percentages Unit 7.05 Negative Numbers Unit 7.06 Perimeter Area and Units Unit 7.07 Angles and 2D shapes December test Unit 7.08 Introduction to Algebra (Cont. after break) Revision and catch up } |
^{Uni}^{t 8.08 Algebraic manipulation Unit 8.09 Solving Equations Unit 8.10 Sequences Unit 8.11 Angles and Polygons December test Revision and catch u}^{p } |
^{Unit 9.07 Equations of lines Unit 9.08 Probability Revision and catch up Unit 9.09 Pythagoras (Only Pythag) Unit 9.10 Surface area and Volume Revision and catch up } |
SPRING |
^{Unit 7.08 Introduction to Algebra (cont. from above) Unit 7.09 Coordinates and Graphs Unit 8.01 Order of Operations Unit 8.02 Indices Factors Mulitples and Primes Revision and catch up Unit 8.02 Indices Factors Mulitples and Primes Unit 8.03 Rounding and Estimation Unit 8.04 Ratio and Proportion Unit 9.08 'Simple' Probability - Support section only Revision and catch up } |
^{Unit 8.12a Averages and Spread Unit 8.12b Averages from Tables Unit 9.01 Powers and roots Revision and catch up Unit 9.02 Recurring Decimals Unit 9.03 Percentages and Percentage Change Unit 9.04 Proportion and Proportionality Revision and catch up } |
^{Unit 9.09 Trigonometry (Trig only) Unit 9.11 Transformations Revision and catch up Unit 9.12 Constructions and Loci Unit 9.12 Bearings Unit 10.01 Multiples, Factors, Indices and Standard form Revision and catch up } |
SUMMER |
^{Unit 9.08 'Simple' Probability - Support section only Unit 8.05 Compound Measures Unit 8.06 Circles Revision and catch up Unit 8.07 3D Shapes EofY Exam Unit 8.08 Algebraic Manipulation Revision and catch up } |
^{Unit 9.04 Proportion and Proportionality Unit 9.05 Algebraic manipulation and Proof Unit 9.06a Solving Equations (including Quadratics) Revision and catch up Unit 9.06a Solving Equations (including Quadratics) EofY Exam Unit 9.06b Simultaneous Equations Revision and catch up } |
^{Unit 10.02 Ratio and Proportion EofY Exam Revision and catch up Unit 10.03 Percentages & Growth and Decay Unit 10.04 Surds Revision and catch up } |
Key Stage 4 – Years 10 and 11
Year 10 Higher
- Autumn Term: Equations and inequalities, Probability, Multiplicative reasoning
- Spring Term: Similarity and congruence, Trigonometry, Further statistics
- Summer Term: Equations and graphs, Circle theorems
Year 10 Foundation
- Autumn Term: Graphs, Transformations, Ratio and proportion
- Spring Term: Right-angled triangles, Probability, Multiplicative reasoning
- Summer Term: Constructions, loci and bearings, Quadratic equations and graphs
Year 11 Higher
- Autumn Term: Algebraic proof, Vectors and geometric proof
- Spring Term: Proportion and graphs, Tailored revision (content to be decided by individual teachers)
- Summer Term: Tailored revision (content to be decided by individual teachers)
Year 11 Foundation
- Autumn Term: Perimeter, area and volume, Fractions, indices and standard form
- Spring Term: Congruence, similarity and vectors, Algebraic proof, Tailored revision (content to be decided by individual teachers)
- Summer Term: Tailored revision (content to be decided by individual teachers)
Key Stage 5 – Years 12 and 13
Year 12 Mathematics
- Autumn Term: Algebraic expressions, Quadratics, Equations and inequalities, Binomial expansion, Measures of location and spread, Algebraic methods, Differentiation, Modelling in mechanics, Differentiation, Integration, Representations of data, Correlation, Vectors, Constant acceleration
- Spring Term: Straight line graphs, Circles, Data collection, Probability, Trigonometric ratios, Forces and motion, Trigonometric identities, Statistical distributions, Equations and inequalities, Graphs and transformations, Variable acceleration
- Summer Term: Exponentials and logarithms, Hypothesis testing, Algebraic methods, Functions and graphs
Year 12 Further Mathematics
- Autumn Term: Complex numbers, Series, Algebra and functions, Calculus, Matrices
- Spring Term: Matrices, Proof, Vectors
- Summer Term: Vectors, Tailored revision (content to be decided by individual teachers)
Year 13 Mathematics
- Autumn Term: Radians, Trigonometric functions, Regression, correlation and hypothesis testing, Differentiation, Moments, Integrations Part 1, Conditional probability, Integration Part 2, Forces and friction
- Spring Term: Sequences and series, Normal distribution part 1, Binomial expansion, Projectiles, Trigonometry and modelling, Normal distribution part 2, Vectors, Applications of forces part 1
- Summer 1: Parametric equations and parametric differentiation, Application of forces part 2, Numerical methods, Further kinematics
- Summer 2: Tailored revision (content to be decided by individual teachers)
Year 13 Further Mathematics
- Autumn Term: Complex numbers, Series, Algebra and functions, Calculus, Matrices, Proof, Vectors
- Spring Term: Complex numbers, Further algebra and functions, Series, Further calculus, Polar coordinates, Hyperbolic functions
- Summer 1: Differential equations, Tailored revision (content to be decide by individual teachers)
- Summer 2: Tailored revision (content to be decided by individual teachers)
Important textbooks, resources and websites we use at each Key Stage
Key Stage 3
- mathswatch.co.uk
- CGP KS3 Revision Guide
- hegartymaths.com
Key Stage 4
- mathswatch.co.uk
- mathsgenie.co.uk
- corrbettmaths.com
- hegartymaths.com
- Pearson KS4 Revision Guide
- Pearson KS4 Revision Workbook
- CGP Revision Guide
- CPG Exams Questions
Key Stage 5
- Course texts (Person Edexcel AS, A level mathematics and Further mathematics books)
- Drfrostmaths.com
- examsolutions.net
Homework in Mathematics
Homework for both Key Stage 3 and Key Stage 4 is set online and follows the school homework policy
- Completed on a weekly basis
- Detentions are set for missed homework and repeated missed homework
- Students are offered support for homework through our homework help clubs
- Extra homework may be set by the teacher especially in the run up to key assessment points
Enrichment Opportunities in Mathematics
UKMT Mathematical Challenge
The UK Mathematics Trust was founded in 1996 and our charitable aim is to advance the education of young people in mathematics. We do this by working with hundreds of volunteers across the UK to organize competitions promoting problem solving and team work and other mathematical enrichment activities.
Our biggest competitions are the Junior, Intermediate and Senior Mathematical Challenges, which have over 700 000 entries each year, and are the UK's most popular school competitions. We invite the highest-scoring students to take part in follow-on rounds such as the Junior, Grey, Pink and Senior Kangaroos and the Junior, Cayley, Hamilton and Maclaurin Olympiads.
We invite high scorers in the Senior Mathematical Challenge to sit the British Mathematical Olympiad Round 1, which feeds in to the training and selection of the team to represent the UK at the prestigious International Mathematical Olympiad, the annual Olympic games of mathematics, and other international competitions.
Gifted and More Able Students in the Mathematics Department
Gifted and talented students will participate in the UK Maths Challenge, a national competition available to all year groups. Furthermore, they will be encouraged to attend our after-school club, which is led by our teachers and will allow them to stretch the pupils beyond the normal curriculum.
A Level Induction