Mathematics is taught in accordance with the National Curriculum. Students study Number, Algebra, Shape and Space and Data Handling and Probability.

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Year Group: 7 (Foundation Set 4) and teachers to identify strengths and areas for further practice. A 1 hour exam is taken at the end of each term. 1. Analysing and displaying data Finding information in a table or chart, use a tally chart and frequency table and find mean, median, mode and range from a list of data 2. Core Number Skills Applying the four rules of numbers, understand and use negative numbers, multiplying and dividing by 10, 100 and 1000 3. Equations, expressions and Formulae Using and writing function machines, simplifying and writing expressions and using and applying formulae 4. Graphs Reading and writing co-ordinates, plot graphs of simple functions and use real life graphs 1. Factors and Multiples BIDMAS, recognise and find factors, multiples and primes and HCF and LCM 2. Decimals and Measures Estimating, multiplying and dividing with decimals, metric units and reading scales 3. Angles and Lines Recognise amounts of turn, key names of angles, drawing and estimating angles and putting angles together 1. Measuring and Shapes Recognising 2D shapes names and their properties, symmetry of shapes and finding perimeter and area 2. Fractions, decimals and percentages Comparing and finding equivalent fractions, adding and subtracting fractions and introducing percentages 3. Transformations rotate, reflect and translate shapes, introducing congruency and properties of special quadrilaterals

Year Group: 7 (Foundation Set 2 & 3) and teachers to identify strengths and areas for further practice. A one hour exam is taken at the end of each term. 1. Analysing and displaying data Find mode, median, mean and range from a list of data, group data into frequency tables, compare data using averages and construct charts 2. Core Number Skills Apply the four rules, understand and use negative numbers, multiply and divide by 10, 100 and 1000 and know and use factors, multiples, primes, square and triangle numbers 3. Equations, expressions and Formulae Using and writing function machines, simplifying and writing expressions and using and applying formulae 4. Decimals and Measures Decimals and rounding, length, mass and capacity, scales and coordinates and perimeter and area 1. Fractions Comparing, simplifying and working with fractions, equivalence between fractions, decimals and percentages and working with percentages 2. Probability use the language of probability, calculating with probability and expected probability 3. Ratio and Proportion Writing and using ratios, scales and measures and direct proportion 1. Lines and angles Estimating, drawing and working with angles, angles in triangles and quadrilaterals and accurate construction of triangles 2. Sequences and Graphs Continuing and finding rules of a sequence(number and pattern), straight line graphs and co-ordinates 3. Transformations Rotation, reflection, translation and enlargement, congruency and combined transformations

Year Group: 7 (Higher Set 1) and teachers to identify strengths and areas for further practice. A 1 hour exam is taken at the end of each term. 1. Analysing and displaying data Primary and Secondary data, two-way tables and bar charts, finding averages, group data into frequency tables and draw pie charts, line graphs and scatter graphs 2. Core Number Skills Apply the four rules, understand and use negative numbers and know and use factors, multiples, primes, square, square roots, cube, cube roots and triangle numbers 3. Equations, expressions and Formulae Simplifying and writing expressions, using and applying formulae and factorise and expand expressions 4. Fractions Comparing, simplifying and working with fractions, equivalence between fractions, decimals and percentages and working with percentages 1. Angles and Shapes Work out angles in parallel lines, triangle and quadrilateral properties and polygon angles 2. Decimals Ordering, rounding and four rules with decimals, equivalence between fractions, decimals and percentages 3. Equations Solving one and two step equations and trial and improvement 1. Multiplicative Reasoning Metric and imperial unit conversions, ratio and proportion 2. Perimeter, area and volume Perimeter of shapes, area of 2d shapes including compound shapes, 3D shapes (volume and surface area) 3. Sequences and Graphs Continuing and finding rules of a sequence(number and pattern), straight line graphs and co-ordinates including mid-point

Year Group: 8 (Foundation Set 4) and teachers to identify strengths and areas for further practice. A 1 hour exam is taken at the end of each term. 1. Number Properties and Calculations Four operations with larger numbers, negative number operations, problem solving with ratios and using proportion 2. Shapes and Measures in 3D Recognise 3D shapes, faces, edges and vertices, nets and surface area and volume and solving problems involving length, capacity and area 3. Statistics Plan and collect data in a data collection sheet, draw and interpret complex bar charts and interpret pie charts 4. Expressions and Equations Simplify expressions, find input and output from function machines and solve equations including brackets 1. Decimal Calculations Four operations with decimals, rounding and ordering with decimals and problem solving with decimals 2. Angles Drawing and measuring angles, use vertically opposite and angles in a triangle 3. Number Properties Recognise square, cube and roots of numbers, use index notation, find factors, multiples, HCF and LCM of numbers, use prime factor decomposition 1. Sequences Generating and extending sequences, recognising special sequences and finding nth term 2. Fractions and Percentages Comparing fractions, adding and subtracting fractions, fractions of amounts and the link between percentages 3. Probability Understanding the language of probability, listing outcomes, calculating the probability of an event/s and find probability from experiments

Year Group: 8 (Foundation Sets 2 & 3) and teachers to identify strengths and areas for further practice. A 1 hour exam is taken at the end of each term. 1. Number Add and subtract with decimals, calculating with negative numbers, powers, roots and brackets and substituting into expressions 2. Area and Volume Area of triangle, parallelogram and trapezium, volume and surface area of cubes and cuboids and nets 3. Expressions and Equations Use index laws, expand brackets, substitution, factorising, solving one and two step equations 4. Real-life Graphs Draw and interpret conversion graphs, distance-time graphs and line graphs 1. Decimals and Ratio Ordering and rounding decimals, calculating with decimals and using ratio 2. Lines and Angles Quadrilateral properties, alternate, corresponding, interior and exterior angles 3. Calculating with Fractions Four operations with fractions, mixed numbers and fraction to decimal conversions (reciprocals) 1. Straight line Graphs Plotting straight line graphs, finding midpoints and gradients 2. Percentages, Decimals and Fractions Terminating and recurring decimals, equivalence between f, d and p, writing percentages and percentages of amounts (increase and decrease) 3. Statistics, Graphs and Charts Planning a survey, questionnaires, drawing and interpreting pie charts, stem and leaf diagrams and scatter graphs

Year Group: 8 (Higher Set 1) and teachers to identify strengths and areas for further practice. A 1 hour exam is taken at the end of each term. 1. Factors and Powers Prime factor decomposition, index laws, rounding and estimating 2. Working with Powers Simplifying expressions involving powers, expanding brackets and substituting into expressions 3. 2D Shapes and 3D Solids Plans and elevations, volume and surface area of prisms and circumference and area of circles, cylinders and Pythagoras theorem 4. Real-life Graphs Direct proportion, interpreting financial graphs and distance- time graphs 1. Transformations Rotating, reflecting, translating and enlarging and combining transformations 2. Fractions, Decimals and Percentages Recurring decimals, Percentages finding original amount and calculating percentage change 3. Constructions and Loci Constructing triangles and perpendicular bisector, bisect a line and an angle and find the locus of an object 1. Probability Mutually exclusive probability, experimental probability, probability diagrams including tree diagrams 2. Scale Drawings and Measurements Maps and scales (including ratio), bearings and congruent and similar shapes 3. Graphs plotting and finding y=mx+c, parallel and perpendicular lines and graphs of non-linear functions

Year Group: 9 (Foundation Sets 2, 3 & 4) Mathematics in Year 9 is where students begin their GCSE Mathematics course. The students will cover eight units over the course of the year and be provided with opportunities to apply the skills and knowledge obtained on problem solving / real world applications and to answer exam type questions to prepare them for the three exams at the end of the 3-year course. 1. Number operations ordering with positive and negative numbers and use inverse operations 2. Rounding Rounding to decimal places, significant figures and estimate calculations 3. Types of numbers Recognise square and prime numbers, LCM and HCF, understand surd notation 4. Algebra substitution and using formulae Use index laws, substitute numbers into expressions and formulae 5. Brackets and factorising Expand expressions with brackets and factorise expressions 1. Frequency Tables Designing frequency tables and two way tables and interpreting them 2. Graphs and charts Draw and interpret comparative and composite bar charts, pie charts, time series, stem and leaf and scatter graphs 3. Fractions Compare, four operations with fractions, fractions to decimals and find one fraction of another 4. Percentages Fractions to percentages, percentage of amounts, increase and decrease, simple interest 5. Equations, inequalities and sequences Rearranging equations, solving, introduction to inequalities and generating sequences and finding nth term 1. Angles in shapes Properties of shapes, interior and exterior angles 2. Angles in lines parallel lines and geometrical problems 3. Averages Finding mean, median and mode from a list and a frequency table and compare 4. Perimeter and area Finding area and perimeter of triangles and quadrilaterals, compound shapes and surface area 5. Volume find volume of cubes and cuboids and prisms and solve problems involving them

Year Group: 9 (Higher Set 1) Mathematics in Year 9 is where students begin their GCSE Mathematics course. The students will cover eight units over the course of the year and be provided with opportunities to apply the skills and knowledge obtained on problem solving/ real world applications and to answer exam type questions to prepare them for the three exams at the end of the 3-year course. 1. Number Reasoning Place value, estimation, prime factors and HCF and LCM 2. Indices and Standard Form Multiply and divide with powers, use negative and fractional indices and write and calculate with numbers in standard form 3. Surds Understand the difference between rational and irrational numbers, simplify a surd and rationalise the denominators 4. Formulae and Equations Expanding, factorising, solving equations, quadratics 5. Sequences Linear and non-linear sequences 1. Interpreting and Representing Data Stem and Leaf diagrams, time series, scatter graphs, averages and range and two-way tables 2. Fractions and Percentages Four operations with fractions, percentage increase and decrease and real-life problems involving them 3. Ratio Unitary method, compare ratios, solve problems involving ratio, use direct proportion 4. Angles Angles in polygons, interior and exterior angles and solving problems involving them 5. Trigonometry Find sides and angles using Pythagoras Theorem and trigonometry 1. Graphs Draw and interpret linear, quadratic, cubic and reciprocal 2. Area Compound shapes, max and min values, circles and sectors 3. Volume Prisms, cylinders, spheres, cones and pyramids 4. Transformations Reflections, rotations, translations, enlargements and combining them 5. Constructions Bearing and scale drawings, constructing triangles, bisectors and loci