Quick Links

Quick Links

Islip Manor High School

  • SearchSearch Site
  • Translate Translate Page
  • Instagram Instagram
  • Contact

 

Maths

What is the overall aim of what we are learning in Maths?

The intention of the Maths curriculum is that students will become fluent in the fundamentals of maths and be able to reason mathematically by following a line of enquiry, by describing relationships and by developing an argument, justification or proof using mathematical language.  They will be exposed to varied and increasingly complex problems over time, so that students develop a conceptual understanding and the ability to recall and apply mathematical knowledge rapidly and accurately.

What are students learning in Year 7?

In year 7 students will predominantly cover work on number, algebra and ratio. This will build on concepts taught at Key Stage 2 such as fractions and percentages. New material will also be introduced such as solving equations and ratio problems.

Why are they learning these things?

Number and Algebra are at the heart of Maths and the concepts introduced in year 7 will be built on as they progress through the school.

Year 7 - Scheme of Learning Overview
Autumn Term Number 1 - Using the Four Operations with Integers, Negative Numbers, BIDMAS and Types of Numbers
Algebra 1 - Algebraic Notation, Expressions and Sequences
Ratio, proportion and rates of change 1 - Ratio and Using Scales on Maps
Spring Term Number 2 - Decimals, Rounding and Using a Calculator
Algebra 2 - Solving Equations
Number 3 - Fractions and Equivalence of Fractions, Decimals and Percentages
Summer Term Ratio, proportion and rates of change 2 - Percentage Change, Proportion and Compound Units
Algebra 3 - Coordinates and Linear Graphs

What are students learning in Year 8?

In year 8 the curriculum focuses on geometry, probability and statistics whilst still having ample opportunities to revisit work covered in year 7. Some topics will be familiar to the students such as area and perimeter whilst others will be new such as angles in polygons and Venn diagrams

Why are they learning these things?

Number and Algebra are at the heart of Maths and the concepts introduced in year 7 will be built on as they progress through the school. The shape and data topics allow the year 8 students to study different areas of Maths whilst using some of their number and algebra skills in more practical and real-life scenarios

Year 8 - Scheme of Learning Overview
Autumn Term Geometry 1 - 2D/3D Shapes, Perimeter, Area and Volume
Probability
Spring Term Statistics 1 - Collecting Data, Discrete and Continuous Data, Frequency Tables and Averages
Geometry 2 - Angles and Constructions
Summer Term Statistics 2 - Charts and Graphs
Geometry 3 - Symmetry, Transformations, Congruence and Pythagoras’ Theorem

What are students learning in Year 9?

Year 9 is a transition year in Maths from KS3 to KS4. Students will now begin to follow either the Foundation or Higher scheme of learning. The curriculum focuses on key concepts in Number, Algebra, Geometry, and Data Handling.  

Why are they learning these things?

The topics covered this year lay the foundations for the content students will study during KS4. In Year 9, students will also engage in more problem-solving activities and develop their ability to apply mathematical reasoning.  

Year 9 - Scheme of Learning Overview
Unit 1 1a Higher 
Calculations,
checking and rounding
1b Higher 
Indices, roots, reciprocals and hierarchy of operations
1c Higher
Factors, multiples and primes
1d Higher
Standard form and surds
1a Foundation
Integers and place value
1b Foundation
Decimals
1c Foundation
Indices, powers and roots
1d Foundation
Factors, multiples and primes
Unit 2 2a Higher
Algebra: the basics
2b Higher
Setting up, rearranging and solving equations
2c Higher
Sequences
 
2a Foundation
Algebra: the basics
2b Foundation
Expanding and factorising single brackets
2c Foundation
Expressions and substitution into formulae
 
Unit 3
 
3a Higher
Averages and range
3b Higher
Representing and interpreting data
3c Higher
Scatter graphs
 
3a Foundation
Tables
3b Foundation
Charts and graphs
3c Foundation
Pie charts
3d Foundation
Scatter graphs
Unit 4 4a Higher
Fractions
4b Higher
Percentages
4c Higher
Ratio and proportion
 
4a Foundation
Fractions
4b Foundation
Fractions, decimals and percentages
4c Foundation
Percentages
 
Unit 5 5a Higher
Polygons, angles and parallel lines
5b Higher
Pythagoras’ Theorem and trigonometry
   
5a Foundation
Equations
5b Foundation
Inequalities
5c Foundation
Sequences
 

What are students learning in Year 10 & 11?

In Key Stage 4, students continue to develop their skills learnt at Key Stage 3. Students will study topics from Number, Algebra, Shape, Space & Measure, Ratio & Proportion, Probability and Data Handling. They will build on the knowledge they have already gained and gradually improve their ability to problem solve and to reason mathematically.

Why are they learning these things?

All the content taught at Key Stage 4 prepares our students to become able mathematicians who can apply their knowledge to everyday situations. The skills they acquire will prepare them for the GCSE exams they sit at the end of year 11.

Year 10 - Scheme of Learning Overview
Unit 6 6a Higher
Graphs: the basics
and real-life graphs
6b Higher
Linear graphs and coordinate geometry
6c Higher
Quadratic, cubic and other graphs
6a Foundation
Properties of shapes, parallel lines and angle facts
6b Foundation
Interior and exterior angles of polygons
 
Unit 7 7a Higher
Interior and exterior angles of polygons
7b Higher
3D forms and volume, cylinders, cones and spheres
7c Higher
Accuracy and bounds
 
7a Foundation
Statistics and sampling
7b Foundation
The averages
 
Unit 8 8a Higher
Transformations
8b Higher
Constructions, loci and bearings
 
  8a Foundation
Perimeter and area
8b Foundation
3D forms and volume
 
Unit 9 9a Higher
Solving quadratic and simultaneous equations
9b Higher
Inequalities
 
  9a Foundation
Real-life graphs
9b Foundation
Straight-line graphs
 
Unit 10 10 Higher
Probability
   
  10a Foundation
Transformations I: rotations and translations
10b Foundation
Transformations II: reflections and enlargements
 
Unit 11 11 Higher
Multiplicative reasoning 
   
  11a Foundation
Ratio
11b Foundation
Proportion
 
Unit 12 12 Higher
Similarity and congruence in 2D and 3D
   
  12a Foundation
Probability 1

12b Foundation

Probability 2 

 
Unit 13 13 Foundation
Right-Angled Triangles: Pythagoras and Trigonometry
13a Higher
Graphs of Trigonometric Functions
 
13b Higher
Further Trigonometry
 
Year 11 - Scheme of Learning Overview
Unit 14 14a Higher
Collecting data
14b Higher
Cumulative frequency, box plots and histograms
14 Foundation
Multiplicative reasoning
 
Unit 15 15 Higher 
Quadratics, expanding more than two brackets, sketching graphs, graphs of circles, cubes and quadratics, quadratic inequalities
 
15a Foundation
Plans and elevations
15b Foundation
Constructions, loci and bearings
Unit 16 16a Higher
Circle theorems
16b Higher
Circle geometry
  16a Foundation
Quadratic equations: expanding and factorising 
16b Foundation
Quadratic equations: graphs 
Unit 17 17 Higher
Changing the subject of formulae (more complex), algebraic fractions, solving equations arising from algebraic fractions, rationalising surds, proof
  17 Foundation
Circles, cylinders, cones and spheres
Unit 18 18 Higher
Vectors and geometric proof
 
  18a Foundation
Fractions and reciprocals
 
18b Foundation
Indices and standard form
Unit 19 19a Higher
Reciprocal and exponential graphs; Gradient and area under graphs
19b Higher
Direct and inverse proportion
  19a Foundation
Similarity and congruence in 2D
19b Foundation
Vectors
Unit 20 20 Foundation
Rearranging equations, graphs of cubic and reciprocal functions and simultaneous equations

How can I find out more about what students are learning?

GCSE Exam Board See the exam board specification below for a full outline of how the course is structured.
 
GCSE Specification Pearson Edexcel GCSE Mathematics (9-1)
Subject Contact The name and email address of the subject leader can be found below. Please feel free to contact them if you have any further questions or would like to learn more about the curriculum students are following.
Subject Leader & email Ms C Hobbs               
chobbs@islipmanorhigh.org.uk 

What are students learning in Year 12 & 13?

The A Level Mathematics course is divided into two main components: Pure Mathematics and Applied Mathematics. Pure Mathematics forms two-thirds of the overall content and focuses on core mathematical principles such as algebra, calculus, geometry, trigonometry, and proof. The remaining third is dedicated to Applied Mathematics, which is split equally between Statistics and Mechanics. The Statistics section explores topics like probability, data analysis, and statistical distributions, while the Mechanics section covers concepts related to forces, motion, and Newton’s laws. Together, these elements provide a balanced understanding of both theoretical and practical mathematics.

Why are they learning these things? 

Mathematical and statistical problem solving, data analysis and interpretation skills are all developed through the study of A-level Maths and are considered valuable in a broad range of subject areas. Some of the most interesting and well-paid careers revolve around Maths. Careers in finance, medicine, engineering, and business are all open to people with a background in Mathematics, as are careers in technology — Maths being at the very core of all new technological developments.

 

Year 12 - Scheme of Learning Overview 
Autumn Term 



Pure  Applied - Statistics  Applied - Mechanics 
Algebraic Expressions  Data Collection  Modelling in Mechanics 
Quadratic Expressions  Measures of Location and Spread Constant Acceleration 
Equations and Inequalities  Representations of Data
Graphs and Transformations 

Straight Line Graphs

Circles

Algebraic Methods 

The binomial expansion

Spring Term 



Trigonometric Ratios  Correlation   Forces and Motion
Trigonometric Identities and Equations   Probability  Variable Acceleration
Vectors Statistical Distributions  
Differentation  

 


Summer Term 
Integration  Hypothesis Testing 

 

Exponentials and Logarithms  

 

 

Year 13 - Scheme of Learning Overview 

 

 

 

 

 

 

 

 

Autumn Term

Pure  Applied - Statistics Applied - Mechanics 
Proof and Partial Fractions Regression, Correlation and Hypothesis Testing Moments
Functions and Modelling Conditional Probability Forces and Friction
Sequences and Series
Binomial Expansion
Radians
Trigonometric Functions
Compound and Double (and half) Angle Formulae
Parametric Equations

 

 

 

 

 

Spring Term 

 

 

 

Differentiation The Normal Distribution Projectiles
Numerical Methods Applications of Forces
Integration Further Kinematics
Vectors

How can I find out more about what students are learning?

GCE Exam Board See the exam board specification below for a full outline of how the course is structured.
GCE Specification Pearson Edexcel Level 3 Advanced GCE in Mathematics
Subject Contact The name and email address of the subject leader can be found below. Please feel free to contact them if you have any further questions or would like to learn more about the curriculum students are following.
Subject Leader & email Ms C Hobbs               
chobbs@islipmanorhigh.org.uk