Awarded an OBE for Services to Education, Clive Davies has designed and built these schemes around progression and enquiry. Focus Education resources are of the highest educational quality.

Focus Education

Pzaz is a specialist, primary science provider, with schemes written for the non-specialist primary teacher. Created by a science education expert, Pzaz covers every statement of the National Curriculum for Reception to Year 6.

Reception - Year 6, Science

Pzaz

VotesforSchools provides award-winning PSHE resources to prompt discussion on challenging issues. Young people learn about everything from politics to climate change to ensure they have an informed opinion of the world, and are equipped with all they need to know when they leave school.

Years 1-6, PSHE

Votes For Schools

Created by primary specialists, Teacher of Primary offers a bank of in-depth, highly specialised lessons so that schools and teachers can focus on the particular learning goals of their setting.

EYFS-Year 6, Maths, English & Science

Teacher of Primary

PE Resources Bank firmly believes in the power of Physical Education and transforming young people’s lives. PE Resources Bank aims to provide high quality teaching materials for staff to use and promote a genuine love for learning. 

PE Resources Bank

Master The Curriculum

Striver

KS2 Gems

Guinea Pig Education

Livello is a specialist literary provider, they offer half-termly units built around highly engaging and exciting books that will inspire a love of reading while teaching comprehension, grammar and composition. Start from the books they love, succeed with strategies from Livello.

Years 1-6, English

Livello

Learning Mole uses fun and engaging animations to capture childrenâ€™s imagination and inspire curiosity. Use Learning Moleâ€™s videos as a perfect jumping off point to start great discussions and stimulate learning.

EYFS-Year 6, Maths, English, Topic & PSHE

Learning Mole

Music Playtime has been created by a Key Stage 1 and Early Years Music education specialist. The schemes are built in recognition of the fact that most primary teachers are not music specialists. Access the knowledge and the ideas you need to feel confident teaching music.

Music Playtime

1Decision

Active Music Digital

All Aboard Learning

Flashcards to add to your GCSE and A-Level revision lessons.

Years 10-13, Various

Quizlet

Sir Linkalot is the award-winning future of spelling. Students learn to spell any word they want from 'was' to 'onomatopoeia' by watching short, funny animations. Never fail a spelling test again!

Sir Linkalot

Get The Buzz! is a specialist in Maths Games for Key Stage 1 and Key Stage 2. Engaging maths games can help to build an enjoyment for maths and can consolidate learning so that all students are benefitting.

Years 1-6, Maths

Get The Buzz

All students can enjoy and improve their achievement in mathematics. It is no longer acceptable to say that only certain types of people can learn mathematics. Can Do Maths provides resources to support teachers and parents to help children and students believe they 'Can Do Maths'.

CanDo Maths

PlanBee is the hive of ready-to-use primary resources for KS1 and KS2, with time-saving resources for busy teachers!

KS1 & KS2

PlanBee

Max Maths is a specialist primary school maths provider that uses the Singapore Mastery Approach to follow the Cambridge Primary maths curriculum framework.

Max Maths

Everyone can do maths: Everyone can! White Rose is used in most UK Primary schools and is the most trusted primary maths provider in the UK. Everything White Rose offers is created by maths experts and directed at teachers using a mastery approach to teaching maths.

White Rose

In this video, students learn how to find the volume of liquids by using different measuring tools, specifically graduated cylinders. They are introduced to the common units of liquid volume measurement, milliliters (mL) and liters (L), and are shown how to read the measurements on the cylinders.

Finding the Volume of Liquids

In this video, we explain how to determine whether you need to find the area, surface area, or volume of an object by looking at their definitions. We review the concepts of area, surface area, and volume, and provides examples of how to solve problems related to each measurement.

Determining Area, Surface Area, and Volume

This video explains how to find the total area of a complex shape by breaking it down into simpler shapes and counting the square units. It emphasizes the importance of finding the area of each individual shape and then adding them together to get the total area.

Finding the Area of a Complex Shape

In this video, students learn how to solve subtraction problems using an open number line. The teacher explains that number lines can count by different intervals, but the distance between each number must be the same. 

Using an Open Number Line to Solve Subtraction Story Problems

This video explains how to create and interpret scatter plots to analyze the relationship between two quantitative variables. It demonstrates how to plot points on a coordinate plane, identify different patterns in scatter plots, and analyze the linearity, slope, and strength of the relationship. The examples used include analyzing ice cream sales based on temperature and student test scores based on library hours. The video also covers unusual features in scatter plots such as clusters, gaps, and outliers.

Analyzing Scatter Plots: Patterns, Direction, and Strength

In this video, the teacher explains how to find the X-intercepts or zeros of linear functions by factoring. They demonstrate the process with several examples and emphasize the importance of setting the function equal to zero and solving for X.

Finding X Intercepts of Linear Functions by Factoring

In this video, the teacher explains how to identify extraneous solutions in radical equations. The teacher demonstrates the process of solving a radical equation and checking the solutions for correctness.

Identifying Extraneous Solutions in Radical Equations

In this lesson, students will learn how to identify extreme values by analyzing graphs. They will be taught to find the domain and range of a graph and understand the concept of relative and absolute maximum and minimum points. They will also learn how to determine whether a function is increasing or decreasing based on the graph. This lesson will provide students with the necessary skills to analyze and interpret graphs effectively.

Identify Polynomial Extrema

In this video lesson, students will learn how to represent real-world scenarios involving inequalities on a number line. The teacher explains the concept of variables and how they can represent unknown numbers. Students are guided through an example of setting the temperature of a freezer to prevent ice cubes from melting, and they learn how to write and represent the inequality using the appropriate symbols on the number line.

Representing Inequalities on a Number Line

In this video, the teacher explains how to find the length of the hypotenuse of a right triangle using the Pythagorean theorem. They provide examples and walk through the steps to calculate the length of a ladder and the diagonal of a TV screen.

Finding the Length of the Hypotenuse with the Pythagorean Theorem

In this lesson, students will learn how to describe data using measures of center and measures of spread. They will understand the difference between median and mean as measures of center, and how to calculate mean absolute deviation, interquartile range, and range as measures of spread.

Describing Data: Measures of Center and Spread

In this video, students will learn how to solve word problems involving multiplying fractions by whole numbers. The lesson teaches students to use visual models and equations to represent the problem and ensure they are answering the specific question being asked.

Multiplying Fractions by Whole Numbers: Solving Word Problems

This video uses the example of flipping a coin to determine if it is fair or biased to demonstrate testing a hypothesis with simulation. By running multiple trials and analyzing the response variable, they demonstrate how to make an estimation and draw conclusions about the fairness of the coin.

Testing a Hypothesis Using Simulation

In this video, the teacher explains how to write algebraic expressions to represent real-world scenarios using multiplication and division. They provide examples and use tables to demonstrate how to write these expressions correctly.

Writing Algebraic Expressions: Multiplication and Division

In this video, mathematicians learn how to factor a quadratic expression by finding the greatest common factor. The concept of factors and common factors is explained using examples, and a step-by-step process is demonstrated to factor quadratic expressions.

Factoring Quadratics Using the Greatest Common Factor Method

This video, uses a recipe to explain ratios. The teacher emphasizes that a ratio describes a pattern and can represent different quantities while maintaining the same ratio. The video also mentions different ways to write and talk about ratios, such as using the words "to" or "colon." Overall, the lesson teaches students to visualize and understand part-to-part ratios using pictures.

Understanding Part to Part Ratios

In this video, students learn how to determine the coordinates of translated figures without actually drawing them. The teacher explains the concept of translations and emphasizes the importance of correctly manipulating the X and Y coordinates.

Understanding Translations: Coordinating on a Coordinate Plane

This video explains the constant rate of change and how it relates to linear functions. It also provides examples and show how to identify linear and nonlinear functions based on tables of y = x and y = mx values.

Analyzing Tables to Define Linear Functions

In this video, the teacher explains how to determine scale increments for a bar graph by looking at data. The teacher uses examples of planting flowers in a garden and ordering cupcakes to demonstrate the process.

Determining Scale Increments for Bar Graphs

In this lesson, students will learn how to prove that linear functions grow by equal differences over equal intervals. The video demonstrates algebraically that the difference in y-coordinates does not depend on the specific x-coordinates involved. By understanding this concept, students will be able to apply it to any linear function and interval length, enabling them to confidently analyze and solve problems related to linear functions.

Proving Equal Differences in Linear Functions over Equal Intervals

In this video, a teacher explains the different quadrants of a coordinate plane and demonstrates how to plot points using positive and negative coordinates. The video also shows examples of connecting plotted points to create shapes like squares and triangles.

Graphing Points on a Coordinate Plane

The video explains how grouping and ungrouping can be useful in math. It demonstrates how to find many combinations for the same number by breaking it down into smaller parts of equal value and then grouping them back together. It emphasizes the importance of understanding different combinations in math, which can be helpful when adding, subtracting, working with money, or time.

Grouping and Ungrouping Techniques for Math Combinations

This video demonstrates the process of expanding expressions with the distributive property and combining like terms. The importance of maintaining equivalent expressions throughout the simplification process is emphasized.

Simplifying Expressions Using the Standard Algorithm

This explains how to calculate the time it takes for a firework to reach a specific height using a quadratic equation. It provides a clear explanation of the vertical motion model and demonstrate how to identify and define the variables involved. 

Calculate Firework Speed Using Quadratic Equations

In this video, the teacher explains how to measure an object using different nonstandard units. The student wants to make a scarf for a friend and uses both shoes and pens to measure its length. By comparing the results, the student is able to get a more accurate measurement and understand the concept of using different units for measurement.

Comparing Nonstandard Units of Measurement

This video uses the example of two basketball players to demonstrate how looking at multiple aspects of the data can lead to more informed inferences. By considering the players' scoring patterns and prior knowledge, we can predict who will score more points in the upcoming rivalry game.

Making Inferences with Histograms in Basketball Analysis

In this video, the teacher explains how to find the maximum or minimum value of a quadratic function by completing the square and writing the function in vertex form. They provide examples and demonstrate how to determine the least value of a quadratic function by finding the input-output pairs or using the vertex form equation.

Finding the Maximum or Minimum Value of a Quadratic Function by Completing the Square

This video explains how to prove the relationship between the volumes of pyramids and prisms, as well as cylinders and cones, using the Cavalieri principle. The proof involves comparing the volumes of stacked rectangular prisms to the volumes of pyramids and observing a decreasing ratio. Although the proof is not 100% perfect, it provides enough evidence to trust the volume formulas for these geometric shapes.

Proving the Volume Formulas for Pyramids and Cones Using the Cavalieri Principle

In this video, students will learn how to solve division problems involving positive and negative integers by using the inverse relationship between multiplication and division. The video explains the rules for multiplying positive and negative integers and demonstrates how to apply those rules to division problems. 

Dividing Positive and Negative Integers: Using the Inverse Relationship

In this video, the teacher explains the difference between scatter plots and lines. They discuss how scatter plots represent inexact relationships between variables, while lines represent exact or deterministic relationships. The teacher provides examples and demonstrates how scatter plots can be used to analyze and make predictions about data, while lines represent precise relationships between variables.

Learnzillion Math