We believe everyone can succeed in Mathematics through perseverance, enjoyment and developing resilience in the face of challenge. Through our curriculum, we aim to nurture confident mathematical communicators. We teach the National Curriculum and provide challenge through developing problem- solving skills, supporting students independent thinking and promoting mathematical reasoning.
Year 7 | Year 8 | Year 9 | |
Autumn |
Analysing and Displaying Data - Directed Numbers - Fractions - Decimals – Number Skills – factors, primes, negatives & powers. |
Sequences – Linear Graphs- Algebra with Indices – solving linear equations, factorising, simplifying & evaluating. |
Interpreting and representing data – Stem and Leaf, Time Series, Scatter graphs & lines of best fit. Number – Algebra – Fractions, Ratios and Percentages - repeated percentage change & compound interest. |
Spring |
Equations, functions, formulae Equations – Angles and Shapes the properties of quadrilaterals & polygons. Multiplicative Reasoning – |
2D shapes and 3D solids circumference & area of circles & surface area, volume of prisms & cylinders. & introducing pythagoras’. Probability – Real Life Graphs –proportion & distance-time graphs. |
Angles and Trigonometry -pythagoras’ & trigonometry. Graphs – |
Summer |
Sequences –arithmetic & geometric sequences. Polygons – Perimeter, Area and Volume – Probability – |
Transformations –rotations, reflections, translation & enlargements. Constructions and Loci- bisectors & loci. Collecting and displaying data – |
Area and Volume –prisms, cylinders, sectors, spheres, pyramids & cones. Transformations and Constructions – Combinations of transformations. Applications of constructions & loci. Sequences- |
We believe everyone can succeed in Mathematics through perseverance, enjoyment and developing resilience in the face of challenge. Through our curriculum, we aim to nurture confident mathematical communicators. We enter students for the Edexcel GCSE at Higher level and provide challenge through developing problem-solving skills, supporting students independent thinking and promoting mathematical reasoning.
Year 10 | Year 11 | |
Autumn |
Probability – Multiplicative Reasoning – Equations and Inequalities – quadratic equations, completing the square & simultaneous equations. |
Circle Theorems – Vectors and Geometric Proof – More Algebra- |
Spring |
Similarity and Congruence – congruence, geometric proof, similarity including in 3D solids. Further Trigonometry – Trigonometrical graphs, area of non-right- angled triangles, sine & cosine rule. Inequalities – |
Proportion and Graphs – Direct and Inverse proportion, exponential functions, non-linear graphs & transforming graphs of functions. |
Summer |
Further Statistics – Equations and Graphs – |
We believe everyone can succeed in Mathematics through perseverance, enjoyment and developing resilience in the face of challenge. Through our curriculum, we aim to nurture confident mathematical communicators. We teach the Edexcel A level and provide challenge through developing problem-solving skills, supporting students independent thinking and promoting mathematical reasoning.
Year 12 | Year 13 | |
Autumn |
Algebraic Expressions- Quadratics - Equations and Inequalities- simultaneous equations, quadratic & inequalities. Graphs and Transformations – Algebraic Methods – Binomial Expansion Solving problems in non-right-angled triangles. Solving Trigonometric Equations Data Collection - Measures of Location and Spread -median, IQR, mean & standard deviation. Correlation - Probability - Modelling - Constant acceleration - |
Functions and Graphs - Trigonometric Functions- Trigonometry and Modelling- double angle formulae, solving trig equations & proving trig identities. Parametric Equations - Differentiation- Forces and Friction Continued -resolving forces & inclined planes, friction. Moments - Normal Distribution - |
Spring |
Differentiation- Integration – Vectors- Circles- Statistical Distributions- Hypothesis Testing - Variable acceleration - |
Integration – Numerical Methods – Projectiles – Applications of Forces – Regression/ Correlation/ Hypothesis - Conditional Probability - |
Summer |
Exponentials and logarithms – exponential modelling, laws of logs & solving equations using logarithms. Algebraic Methods – Binomial Expansion - Vectors in 3D - Sequences and Series - Normal Distribution - Forces and Friction – |
Further Kinematics – vectors in kinematics, vector methods with projectiles, variable acceleration, differentiating & integrating vectors |