Mathematics course structure.
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1 Mathematics course structure. Every student is taught in ability sets from the start of year 7. Each student has 4 lessons of mathematics per week in years 7 and 8, with one homework per week. A number of resources are used but the main text books will be Collins Maths Frameworking. Students will complete a project each half term, and a weekly skills test. Examinations are in the summer term of year 7 and year 8. Year 9, 10 and 11 students are following the new GCSE course (AQA examining board), resulting in grades from 1 to 9 rather than the A* to G. Each student in years 9 and 10 have 4 lessons of Mathematics a week with one home work a week and in year 11 there are 5 lessons a week with one homework a week. Students in year 9,10 and 11 will use the AQA approved Collins GCSE text book. All GCSE classes are taught by a specialised Mathematics teacher and in a group appropriate to their ability.
2 Key Stage 3: Year 7 Scheme of Work Autumn Term Activity Number of Lessons Farm Project 2 Baseline Test 1 From Book 1: 4 1. Using Numbers 2. Number Sequences 6 3. Perimeter, Area, Volume 3 Topic Test 1 chapters Decimal Numbers 5 HALF TERM 5. Working with numbers 7 6. Statistics 7 Topic Test 2 chapters Using algebra 5 8. Fractions 6 9. Angles 6 Topic Test 3 chapters Christmas Dinner Project 2 CHRISTMAS Spring Term Activity Number of Lessons 10. Coordinates and Graphs Percentages Probability 3 Topic Test 4 chapters Symmetry Equations Interpreting Data 4 Topic Test 5 chapters Phone Project 2 HALF TERM 16. 3D shapes Ratio 5 Topic Test 6 chapters From Book 2: 7 1. Working with numbers 2. Geometry 5 Topic Test 7 chapters Easter Project 2 EASTER
3 Summer Term Activity Number of Lessons 3. Probability 5 4. Percentages 4 5. Sequences (higher groups will study Congruent Shapes ) 4 Topic Test 8 chapters Area and Volume 5 7. Graphs 5 Sports Field Project 2 HALF TERM 8. Number 6 Topic Test 9 chapters Year 7 Core Tests 1 9. Interpreting Data Algebra Congruence and Scaling (higher groups will study Shape and Ratio ) 4 Topic Test 10 chapters Holiday Project 2 SUMMER Key Stage 3: Year 8 Scheme of Work Activity Number of Lessons Bedroom Project 2 From Book 1: D shapes 17. Ratio 6 Topic Test 6 chapters From Book 2: 1. Working with numbers 2. Geometry 1 Topic Test 7 chapters HALF TERM 3. Probability 7 4. Percentages 7 5. Sequences (higher groups will study Congruent Shapes ) 1 Topic Test 8 chapters Area and Volume 6 7. Graphs 6 8. Number 2 Christmaths Present Project 2 CHRISTMAS
4 Spring Term Activity Number of Lessons 8. Number (continued) 4 Topic Test 9 chapters Interpreting Data Algebra 5 Year 8 Exams 11. Congruence and Scaling (higher groups will study Shape and Ratio ) 4 Topic Test 10 chapters Nutrition Project 2 HALF TERM 12. Fractions and Decimals Proportion 5 Topic Test 11 chapters Circles Equations and formulae 4 Space Station Project 2 EASTER Summer Term Activity Number of Lessons 16. Comparing Data 4 Topic Test 12 chapters From book 3: 4 1. Percentages 2. Equations and formulae 6 Topic Test 13 chapters World Statistics Project 2 HALF TERM 3. Polygons 4 4. Using Data 4 5. Circles (middle and higher groups will study Graphs) 3 Topic Test 14 chapters Enlargements (middle and higher groups will study Pythagoras theorem) 5 Carbon Footprint Project 2 SUMMER
5 KEYSTAGE 4: GCSE Year 9 Foundation Sets Chapter Title Suggested teaching time YEAR ONE Autumn term: 14 weeks (56 Lessons) 1 Basic number 14 2 Geometry and measures 1 14 Topic test Statistics: Charts tables and averages 8 4 Geometry and measures 2 : Angles 8 Topic test Number 1: Number Properties (5.1 to 5.3) 8 Spring term: 11 weeks (44 Lessons) 5 Number 1: Number Properties (5.4 to 5.7) 12 6 Number 2: Approximations 8 Topic test Number 3: Decimals & fractions 12 8 Algebra 1: Linear graphs (8.1 to 8.5) 10 Summer term: 13 weeks (52 Lessons) Year 9 exams 7 8 Algebra 1: Linear graphs (8.6 to 8.7) 6 Topic test Algebra 2: expressions & formulae Ratio & proportion & rates of change 1 13 Activities week plus 8
6 Year 10 Foundation Sets Chapter Title Suggested teaching time YEAR TWO Autumn term: 14 weeks (56 Lessons) 11 Geometry & measures 3: Area Geometry & measures 4: Transformations 13 Topic Test Probability 1: probability & events Geometry & measures 5: Volumes & 13 surface area. Topic test 7 (includes vectors 12.7) 2 Spring term: 11 weeks (44 Lessons) 15 Algebra 3: Linear equations Ratio & proportion & rates of change 2 8 Topic test Ratio & proportion & rates of change 3 12 Topic test Statistics 1: Sampling 4 Summer term: 13 weeks (52 Lessons) 18 Statistics 1: Continued 10 Revision, Exam and review Geometry & measures 5: Constructions and loci Geometry & measures 6: Curved shapes and pyramids 14 Activities week plus 8
7 Year 11 Foundation Sets Chapter Title Suggested teaching time YEAR THREE Autumn term: 14 weeks (70 Lessons) 21 Algebra 4: Number & sequences 11 Topic test Geometry & measures 7: Rightangled triangles; Trigonometric ratios 23 Topic test Geometry & measures 8: Congruency 9 & similarity 24 Probability 2: Combined events 9 Topic test Number: Powers & standard form 12 Spring term: 11 weeks (55 Lessons) Revision, Exam and review Algebra 5: Simultaneous equations and linear inequalities 12 Topic Test Algebra 6: Non-linear graphs 12 Catch up and Revision for GCSE 19 Summer term: 5 weeks approx (25 Lessons) Revision for GCSE 25
8 Year 9 Higher Sets Chapter Title Suggested teaching time YEAR ONE Autumn term: 14 weeks (56 Lessons) 1 Basic number 14 2 Fractions, ratios and proportion 15 Topic test Statistical diagrams and averages 10 4 Number and sequences 10 Topic test 2 3 Spring term: 11 weeks (44 Lessons) 5 Ratio and proportion 14 6 Angles 14 Topic test Transformations, constructions & loci 14 Summer term: 13 weeks (52 Lessons) Week of Year 9 Exams 7 8 Algebraic manipulation 10 Topic test Length, area and Volume 15 Topic test Linear graphs 8 Activities week plus 8 Year 10 Higher Sets Chapter Title Suggested teaching time YEAR TWO Autumn term: 14 weeks (56 Lessons) 11 Right-angled triangles Similarity Exploring and applying probability 12 Topic Test Powers and standard form 14 Topic Test 7 2 Spring term: 11 weeks (44 Lessons) 15 Equations and inequalities Counting, accuracy and surds 15 Topic test 9 2 Summer term: 13 weeks (52 Lessons) 17 Quadratic equations 32 Year 10 Exams (approx 4 weeks in) 10 Topic test 10 2 Activities week plus 8
9 Year 11 Higher Set Chapter Title Suggested teaching time YEAR THREE Autumn term: 14 weeks (70 Lessons) 18 Sampling & more complex diagrams Combined events 9 Topic test Properties of circles Variation 8 Topic test Triangles 8 23 Graphs 18 Topic test 13 2 Spring term: 11 weeks (55 Lessons) Revision, Exam and review Algebraic fractions & functions Vector geometry 8 Topic Test 14/15 2 Revision Programme for GCSE 19 Summer term: 5 weeks approx (25 Lessons) Revision Programme for GCSE 25
10 6 th Form Maths In year 12 students have 5 lessons a week split between two teachers and in year 13 students have 6 lessons a week split between two teachers. Preparatory exams are sat in November and March. We use the AQA examination board. Core Maths has been introduced and is an equivalent to an AS level. This is split between 3 teachers over 5 lessons. Year 12 Autumn Term Lesson Teacher 1 Teacher Solving Problems 3.1 Quadratic Graphs Writing Mathematics 3.2 Completing Square Proof 1 Test 3.3 Quadratic Formula Surds Revision Indicies 1 Test Test Simultaneous Equations 7.1 Polynomial Expressions Inequalities 1 Test 7.2 Dividing Polynomials Working with Coordinates 7.3 Polynomial Equations Equation of a Straight Line Intesection of Two Lines Revision Circles Test Intersection of Line and Curve 1 Revision 9.1 Binomial Expansion 2 Test 9.2 Selections Trig Functions 1 HT HT 2 HT HT 3 HT Trig Functions Revision Solving Trig Equations Test Sine and Cosine Rule /2abSinC 8.1 Shape of Curves 2 Revision 8.2 Transformations to Sketch Curves 3 Test 1 Exam? Exam? 2 Exam? Feedback? 3 Feedback? Gradient as a Limit 8.3 Using Transformations Standard Differentiation 8.4 Trig Transformations Tangents and Normals Increase and Decrease Functions Revision Sketching Graphs Test Extending Rule Higher Order Derivatives 12.1 Vectors Practical Problems 12.2 Working with Vectors First Principles 1 Revision 12.3 Vector Geometry 2 Revision Revision 3 Test
11 Spring Term Basic Integrations Finding Areas Test Area Below X-Axis 19.1 Language of Motion Further Integrations 1 Revision 19.2 Speed and Velocity 2 Test 19.3 Acceleration Exponential Functions Logarithms 19.4 Area to find Distance Exponential Function 19.5 SUVATS Natural Logs Modelling Curves 19.6 Further Examples 2 Revision Revision 3 Test Stats to Solve Probs Test Sampling 20.1 Force Diagrams Presenting Types of Data Ranked Data 20.2 Force and Motion Discrete Numerical Data 20.3 Types of Forces Continuous Numerical Data 1 HT HT 2 HT HT 3 HT HT 1 Exam? Exam? 2 Exam? Exam? 3 Exam? Exam? Bivariate Data 20.4 Pulleys Standard Deviation 20.5 Newtons 2nd Law 3 Revison 1 Test 20.6 Connected Objects Probability Revision Probability Intro to Binomial Distro Test Using Binomial Distro 21.1 Using Differentiation 3 Test Hypothesis Testing 21.2 Displacement From Velocity Extending Hypothesis Testing 21.3 More SUVATs 3 Revision 1 Test Revision 2 Large Data Set Test 3 Large Data Set
12 Year 13 Autumn Term Lesson Teacher 1 Teacher Binomial Series 12.1 Further Proof Binomial Series 12.1 Further Proof Intro to Sequences 12.2 Functions Intro to Sequences 12.2 Functions Arithmetic Sequences 12.3 Parametric Equations Arithmetic Sequences 12.3 Parametric Equations Geometric Sequences 12.4 Algebraic Fractions Geometric Sequences 12.4 Algebraic Fractions 3 Review/ Assesment 12.5 Partial Fractions 1 Topic Test and Feedback 12.5 Partial Fractions 2 Topic Test and Feedback Review/ Assesment 3 Topic Test and Feedback Topic Test and Feedback Shape of Functions Topic Test and Feedback Shape of Functions Topic Test and Feedback Trig Functions 14.1 Radians Trig Functions 14.1 Radians Exponentials and Logs 14.2 Reciprocal and Inverse Trig Exponentials and Logs 14.2 Reciprocal and Inverse Trig 1 HT HT 2 HT HT 3 HT HT Product and Quotient Rules 14.3 Compound Angles Product and Quotient Rules 14.3 Compound Angles Chain Rule 14.4 Equivalent Forms Chain Rule 14.4 Equivalent Forms Inverse Functions Review/ Assesment Inverse Functions Topic Test and Feedback 1 Exam? Exam? 2 Exam? Exam? 3 Feedback? Feedback? Implicit Differentiation Topic Test and Feedback Implicit Differentiation Topic Test and Feedback Parametric Equations 17.1 Simple Root Finding Parametric Equations 17.1 Simple Root Finding 2 Review/ Assesment 17.2 Iterative Root Finding 3 Topic Test and Feedback 17.2 Iterative Root Finding 1 Topic Test and Feedback 17.3 Newton Raphson 2 Topic Test and Feedback 17.3 Newton Raphson Standard Integrals 17.4 Numerical Integration Standard Integrals 17.4 Numerical Integration Integration by Subs Review/ Assesment Integration by Subs Topic Test and Feedback
13 Spring Term Integration by Parts Topic Test and Feedback Integration by Parts Topic Test and Feedback Rational Functions 18.1 Constant Acceleration Rational Functions 18.1 Constant Acceleration Differential Equations 18.2 Variable Acceleration Differential Equations 18.2 Variable Acceleration 3 Review/ Assesment 18.3 Gravity Pt 2 1 Topic Test and Feedback 18.3 Gravity Pt 2 2 Topic Test and Feedback 18.4 Forces 3 Topic Test and Feedback 18.4 Forces Conditional Probability Review/ Assesment Conditional Probability Topic Test and Feedback Modelling Probability Topic Test and Feedback Modelling Probability Topic Test and Feedback Normal Distribution D Vectors Normal Distribution D Vectors Using Normal 19.2 Statics Using Normal 19.2 Statics 3 Review/ Assesment 19.3 Dynamics 2 1 HT HT 2 HT HT 3 HT HT 1 Exam? Exam? 2 Exam? Exam? 3 Feedback? Feedback? 1 Topic Test and Feedback 19.3 Dynamics 2 2 Topic Test and Feedback 19.4 Moments 3 Topic Test and Feedback 19.4 Moments Testing Correlation Review/ Assesment Testing Correlation Topic Test and Feedback Testing Normaility Topic Test and Feedback Testing Normaility Topic Test and Feedback 2 Review/ Assesment Revision 3 Topic Test and Feedback Revision 1 Topic Test and Feedback Revision 2 Topic Test and Feedback Revision 3 Revision Revision 1 Revision Revision 2 Revision Revision 3 Revision Revision
14 Core Maths Autumn Term Lesson Teacher 1 (3 Lessons) Teacher 2 (1 Lesson) Teacher 3 (1 Lesson) SpreadSheet Formula 1.3 Running Smart 3.1 Straight Line Graphs SpreadSheet Formula Voting Voting 1.3 Running Smart 3.1 Straight Line Graphs Running a Car Running a Car Statistical Terms 3.3 Perimeter and Area 1.6 Lines making Logos Statistical Terms Sampling Methods Sampling Methods 3.3 Perimeter and Area 1.6 Lines making Logos How many fish How many fish Rep and Analyse Data 1.4 Maps and Measuring 3.13 Formulae Rep and Analyse Data Stat from Graphs Stat from Graphs 3.4 Surface Area 3.13 Formulae Campaign for Change Campaign for Change 1 HT HT HT 2 HT HT HT 3 HT HT HT Is it really true 3.4 Surface Area 2.1 Isle of Wight Is it really true Calculating Stats Calculating Stats 3.5 Triangles 2.1 Isle of Wight How fair is Society How fair is Society 1 Exam Week Exam Week Exam Week 2 Exam Week 3 Exam Week Diagram for Grouped Data 3.5 Triangles 2.2 Sun Cream Diagram for Grouped Data Day off? Day off? 1.5 Ice Cream cones 2.2 Sun Cream Winning Heptathlon Winning Heptathlon Personal Finance 1.5 Ice Cream cones 3.20 Estimating Personal Finance Percentages Percentages 2.20 Alcohol 3.20 Estimating Interest Interest
15 Spring Term Student Loans 2.20 Alcohol 3.14 Approximation Graphs about money Graphs about money Making Money Work 2.21 Misleading Claims 3.14 Approximation Making Money Work Looking for loan Looking for loan 2.21 Misleading Claims 2.3 Piano Tuners Buy a house? Tax Tax 2.18 Holiday Money 2.3 Piano Tuners What happens to pay? What happens to pay? One out of a hundred 2.18 Holiday Money 2.4 Stocking Supermarket One out of a hundred Indices and Currency Indices and Currency 2.19 Budgeting 2.4 Stocking Supermarket Monitoring Inflation Monitoring Inflation 1 HT HT 2 HT HT 3 HT HT 1 Exam Week Exam Week Exam Week 2 Exam Week 3 Exam Week Budgeting
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