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Use the category links to find the mathematics lesson and differentiated worksheet you need.

Including Algebraic Expressions, Algebraic Fractions, Equations, Formulae,, Functions, Graphical Functions, Inequalities, Linear Graphs, Proof, Quadratics, Sequences, and Simultaneous Equations.

Including Averages, Collecting Data, Probability, Representing Data and Scatter Graphs

Including Accuracy, Decimals, Fractions, Indices, Negatives, Number Properties, Percentages, Place Value and Ratio and Proportion

Including 2D Shapes, 3D Shapes, Angles, Circles, Compound Measures, Constructions, Perimeter & Area, Pythagoras, Similarity, Transformations, Trigonometry, Units, Vectors and Volume and Surface Area

SHAPE

3D Shapes
Angle Properties
Constructions
Perimeter and Area
2D Shapes
Pythagoras' Theorem
Transformations
Trigonometry
Units of Measure
Volume and Surface Area
Compound Measures
Sectors

FOUNDATION

NUMBER

Accuracy and Rounding
Fractions and Mixed Numbers
Indices and Standard Form
Percentages
Properties of Number
Ratio and Proportion
Decimal Numbers
Negative Numbers

FOUNDATION

ALGEBRA

Algebraic Expessions
Formulae and Kinematics
Graphical Functions
Inequalities
Linear Graphs
Patterns and Sequences
Equations
Simultaneous Equations

FOUNDATION

SHAPE

Angle Geometry
Area of 2D Shapes
Circle Theorems
Sectors
Congruance and Similarity
Drawing 3D Shapes
Constructions
Transformations
Pythagoras' Theorem
Trigonometry
Volume and Surface Area
Compound Measures
Non-Right-Angled Triangles
Trigonometry - Graphs

HIGHER

NUMBER

Fractions and Decimals
Accuracy
Indices and Standard Form
Percentages
Ratio and Proportion
Variation

HIGHER

ALGEBRA

Algebraic Fractions
Solving Equations
Algebraic Expessions
Formulae and Kinematics
Graphical Functions
Inequalities and Inequations
Straight Line Graphs
Sequences
Mathematical Proof
Quadratic Equations
Working with Functions

HIGHER

SHAPE

Properties of Shapes
Perimeter, Area, Volume
Angle Properties
Angle in Parallel Lines and Polygons
Area of 2D and 3D Shapes
Constructions and Scale Drawing
Pythagoras' Theorem and Right-Angled Triangles
Transformations and Symmetry
Circles, Cylinders and Circular Shapes

KEY STAGE 3

NUMBER

Introduction to Secondary Maths
Place Value
Multiples, Factors, Primes and Squares
Working with Negative Numbers
Working with decimal numbers
Working with Fractions
Fractions, Decimals, Percentages
Indices and Approximation
Multiplying and Dividing with Fractions
Ratio, Proportion and Rates of Change
Calculations with Percentages

KEY STAGE 3

Students revise how to derive the nth term of an arithmetic sequence. As learning progresses they use the nth t...

Students revise how to substitute known values and expressions into basic and composite functions. As learning ...

Students revise how to find the equation of a straight line, in the form y = mx + c, from a graph. As learning ...

Students revise how to solve a quadratic equation in the form .x^2 + bc + c = 0 by factorisation. As learning p...

Smart Notebooks Presentation

Activ Inspire

FlipChart

FlipChart

Microsoft Power Point Presentation

Lesson

Plan

Plan

Differentiated Worksheet

Interactive Excel

Files

Files

Students revise how to use calculator and non-calculator methods to solve problems involving standard form. As ...

Students revise how to calculate the prime factors of an integer. As learning progresses they use prime factors...

Students revise how to apply the rules of index notation evaluate expressions involving fractional and negative ...

Students revise how to use index notation to simplify expressions involving powers and roots. As learning progr...

Students revise how to calculate the volume of prisms as the product of cross-sectional area and depth. As lear...

Students revise how to calculate unknown angles and lengths in right-angled triangles using Sine, Cosine and Tan...

Students revise how to construct the locus of a line and about a point to solve various geometry problems. As l...

Students revise calculating the interior and exterior angles of regular polygons. As learning progresses they a...

Students revise plotting and interpreting histograms with unequal class widths. As learning progresses students...

Students learn how to compare sets of data using box and whisker diagrams to measure the interquartile range and...

Students learn how to create a sample space diagram to find the probability of two or more events. As learning p...

Students learn how to create frequency trees from two-way tables and written descriptions. As learning progress...

Factorising Quadratics when A is not one
Expanding Brackets and Collecting Like Terms
Calculating lengths in similar shapes
Forming and Solving Quadratic Equations
Volume of Similar Shapes and Volume Scale Factor

Finding the nth term from a linear sequence
Solving Inequalities and Inequations
Solving linear equations involving fractions
Factorising Expressions
Solving Simultaneous Equations
Nth term from geometric sequences

June 24, 2019

When learning how to write 3-part ratios students need to understand how ratios can be made equivalent. The start of the lesson reminds students by asking which of six ratios is the odd one out. This is presented to the class as they come into the lesson. Writing Equivalent Ratios A few students immediately go […]

June 5, 2019

Students should be able to represent the solutions to an inequality on a number line, using set notation or as a list of integer values. Here’s how I teach using the balance method for solving inequalities using a number line. Matching inequalities, Number sets and Number Lines At the start of the lesson students recap […]

May 1, 2019

In this blog I will share some practical tips for using mini-whiteboards in a mathematics lesson. I use mini-whiteboards nearly every lesson because they help the students show me the progress they are making. When I understand what the misconceptions are I am able to address them in subsequent examples as part of my feedback. […]