Lesson 1. Counting and Comparing Numbers to 1000 Learning Objective: To count, read, write, order and compare numbers up to 1000. Starter Activity: Quick fire count-up to 100 in tens, then hundreds. Review Prior Knowledge: Discuss what students already know about numbers up to 100. Introduction to 3-Digit Numbers: Understanding place value (hundreds, tens, ones). Model Counting Forwards: Demonstrate counting forwards from different starting points up to 1000, using number lines and hundred squares. Guided Practice: Students practise counting forwards in 1s, 10s, and 100s, responding to prompts. Converting Digits to Words: Show how to write 3-digit numbers in words (e.g., 245 as ‘two hundred and forty-five’). Converting Words to Digits: Practise writing numbers presented in words as digits. Comparing Numbers: Introduce symbols <, >, =. Model comparing two numbers using place value. Independent Practice: Students compare pairs of numbers using the correct symbols. Ordering Numbers: Demonstrate ordering a set of 3-digit numbers from smallest to largest and largest to smallest. Plenary: Recap key learning points and address any misconceptions. Quick quiz on number recognition.

Lesson 6. Comparing Metric Lengths Recap of previous lesson: Introduction to metric and imperial units and reading temperatures. Quick quiz: Identifying appropriate units for different measurements. Learning Objective: Compare metric measures of length including millimetres, centimetres, metres, and kilometres. Review of metric length units: mm, cm, m, km. Discussion: Real-world examples of each unit’s use (e.g., mm for small objects, km for distances). Modelling: Converting between mm and cm (e.g., 10mm = 1cm). Practice: Converting various lengths between mm and cm. Modelling: Converting between cm and m (e.g., 100cm = 1m). Practice: Converting various lengths between cm and m. Modelling: Converting between m and km (e.g., 1000m = 1km). Practice: Converting various lengths between m and km. Activity: Ordering a set of mixed length measurements from smallest to largest. Problem-solving: Word problems involving comparing and converting metric lengths. Check for understanding: Whiteboard questions on conversions and comparisons.

Lesson 11. Positional Vocabulary and Turns Recap of previous lesson: Sorting 2-D and 3-D shapes and understanding symmetry and angles. Quick quiz: Identifying types of triangles and lines of symmetry. Learning Objective: Use appropriate positional vocabulary to describe position and direction including eight compass points and including full/half/quarter turns. Introduction to positional vocabulary: left, right, forwards, backwards, above, below, next to. Activity: Following instructions using basic positional vocabulary. Introduction to compass points: North, East, South, West. Modelling: Identifying intermediate compass points: NE, SE, SW, NW. Practice: Using all eight compass points to describe directions. Discussion: Real-world applications of compass points (e.g., maps, navigation). Introduction to turns: quarter, half, three-quarter, full turns. Modelling: Demonstrating different turns (90, 180, 270, 360 degrees). Activity: Giving and following instructions involving turns and compass points. Problem-solving: Navigational challenges on a grid or map. Check for understanding: Partner work describing routes using learned vocabulary.

Entry Level 3 Functional Skills Maths - Using common measures, shape and space Calculating with Money Rounding Money Amounts Understanding Time: AM and PM Reading Analogue and 24-Hour Clocks Understanding and Comparing Measures Comparing Metric Lengths Comparing Metric Weights Comparing Metric Capacities Measuring Length and Mass with Instruments Sorting 2-D and 3-D Shapes Positional Vocabulary and Turns Maths Geometry and measures Draw and measure line segments and angles in geometric figures, including interpreting scale drawings Describe, sketch and draw using conventional terms and notations: points, lines, parallel lines, perpendicular lines, right angles, regular polygons, and other polygons that are reflectively and rotationally symmetric Derive and illustrate properties of triangles, quadrilaterals, circles, and other plane figures (for example: equal lengths and angles) using appropriate language and technologies Use the properties of faces, surfaces, edges and vertices of cubes, cuboids, prisms, cylinders, pyramids, cones and spheres to solve problems in 3-D

Lesson 7. Comparing Metric Weights Recap of previous lesson: Comparing and converting metric lengths. Quick quiz: Convert and order various metric lengths. Learning Objective: Compare measures of weight including grams and kilograms. Introduction to metric units of mass: grams (g) and kilograms (kg). Discussion: Real-world examples of items measured in grams and kilograms. Modelling: Converting between grams and kilograms (e.g., 1000g = 1kg). Practice: Converting various weights between grams and kilograms. Activity: Estimating the weight of everyday objects in grams and kilograms. Activity: Ordering a set of mixed weight measurements from lightest to heaviest. Modelling: Solving word problems involving comparing and calculating with grams and kilograms. Practice: Solving contextual problems related to weight. Discussion: The importance of accurate weight measurement in various fields. Check for understanding: Peer assessment of conversion problems.

Lesson 8. Comparing Metric Capacities Recap of previous lesson: Comparing and converting metric weights. Quick quiz: Convert and order various metric weights. Learning Objective: Compare measures of capacity including millilitres and litres. Introduction to metric units of volume/capacity: millilitres (ml) and litres (l). Discussion: Real-world examples of items measured in millilitres and litres (e.g., drinks, fuel). Modelling: Converting between millilitres and litres (e.g., 1000ml = 1l). Practice: Converting various capacities between millilitres and litres. Activity: Estimating the capacity of various containers in ml and l. Activity: Ordering a set of mixed capacity measurements from smallest to largest. Modelling: Solving word problems involving comparing and calculating with millilitres and litres. Practice: Solving contextual problems related to capacity. Discussion: Practical applications of capacity measurement in daily life. Check for understanding: Individual tasks on conversions and comparisons.

Lesson 10. Sorting 2-D and 3-D Shapes Recap of previous lesson: Practical measurement of length and mass. Quick quiz: Demonstrating understanding of measurement techniques. Learning Objective: Sort 2-D and 3-D shapes using properties including lines of symmetry, length, right angles, angles including in rectangles and triangles. Introduction to 2-D shapes: Polygons and their properties. Discussion: Identifying vertices, edges, and faces of 3-D shapes. Modelling: Sorting various 2-D shapes based on the number of sides/angles. Practice: Sorting a collection of 2-D shapes into groups. Introduction to lines of symmetry: What they are and how to find them. Modelling: Identifying lines of symmetry in common 2-D shapes (e.g., square, rectangle, circle). Practice: Drawing lines of symmetry on given shapes. Introduction to different types of triangles: acute, obtuse, right-angled, scalene, isosceles, equilateral. Activity: Classifying different triangles based on their angles and side lengths. Discussion: Recognising right angles in shapes and the environment. Check for understanding: ‘Which shape am I?’ description game.

Lesson 9. Measuring Length and Mass with Instruments Recap of previous lesson: Comparing and converting metric capacities. Quick quiz: Convert and order various metric capacities. Learning Objective: Use a suitable instrument to measure mass and length. Review of measuring length: The purpose and use of a ruler. Modelling: Using a centimetre ruler to measure lines and objects accurately. Practice: Measuring a variety of drawn lines and small classroom objects to the nearest millimetre. Discussion: Potential errors when measuring length and how to avoid them. Review of measuring mass: The purpose and use of scales. Modelling: Using kitchen scales to measure the mass of objects in grams. Practice: Measuring the mass of various small objects using scales. Discussion: Importance of zeroing scales and reading correctly. Activity: Measuring specified items and recording results with correct units. Check for understanding: Observing students’ practical measurement skills.

Lesson 4. Reading Analogue and 24-Hour Clocks Recap of previous lesson: Using AM and PM to describe time. Quick quiz: Determining AM/PM for given times and activities. Learning Objective: Read time from analogue and 24-hour digital clocks in hours and minutes. Review of analogue clocks: Hour hand, minute hand, and intervals. Modelling: Reading analogue clocks to the nearest 5 minutes. Practice: Reading various analogue clock faces and writing the time. Introduction to 24-hour digital clocks: Why they are used. Modelling: Converting AM times to 24-hour format (e.g., 9 AM to 09:00). Practice: Converting various AM times to 24-hour format. Modelling: Converting PM times to 24-hour format (e.g., 3 PM to 15:00). Practice: Converting various PM times to 24-hour format. Matching activity: Linking analogue clocks, 12-hour (AM/PM) times, and 24-hour times. Check for understanding: Students drawing clock hands for given times and vice-versa.

Lesson 3. Understanding Time: AM and PM Recap of previous lesson: Rounding money to the nearest 10p and £1. Quick quiz: Rounding various money amounts. Learning Objective: Read, measure, and record time using am and pm. Introduction to units of time: seconds, minutes, hours, days. Explanation of AM and PM: what they stand for and how they divide the day. Modelling: Identifying whether an activity occurs in AM or PM. Activity: Sorting daily activities into AM and PM categories. Practice: Converting times between a simple description and AM/PM notation. Modelling: Reading analogue clock faces for basic hours and half-hours. Practice: Writing times shown on analogue clocks using AM/PM. Discussion: Importance of AM/PM in daily scheduling (e.g., appointments, transport). Word problems: Contextualising AM/PM usage. Check for understanding: Matching times with AM/PM descriptions.

Lesson 5. Understanding and Comparing Measures Recap of previous lesson: Reading analogue and 24-hour clocks. Quick quiz: Converting times between 12-hour and 24-hour formats. Learning Objective: Use and compare measures of length, capacity, weight, and temperature using metric or imperial units to the nearest labelled or unlabelled division. Introduction to measurement: Why do we measure things? Measuring temperature: What is temperature and how is it measured? Modelling: Reading a thermometer to the nearest labelled division. Practice: Interpreting different thermometer readings. Discussion: Identifying reasonable temperatures for various scenarios (e.g., a hot day, a fridge). Introduction to metric units: length (cm, m), capacity (ml, l), weight (g, kg). Introduction to imperial units: length (inch, foot), capacity (pint), weight (pound). Activity: Choosing the appropriate metric unit for different items. Activity: Choosing the appropriate imperial unit for different items. Check for understanding: ‘Which unit would you use?’ quick questions.

Lesson 2. Rounding Money Amounts Recap of previous lesson: Calculating with money and writing amounts correctly. Quick quiz: Identify correct money notation and simple calculations. Learning Objective: Round amounts of money to the nearest £1 or 10p. Introduction to rounding: What it means and why it’s useful. Modelling: Rounding whole numbers to the nearest 10 and 100 as a foundation. Modelling: Rounding money amounts to the nearest 10 pence. Practice: Rounding various money amounts to the nearest 10 pence. Modelling: Rounding money amounts to the nearest pound. Practice: Rounding various money amounts to the nearest pound. Discussion: When is it more appropriate to round to the nearest 10p vs. £1? Word problems: Applying rounding skills in real-life scenarios (e.g., estimating costs). Check for understanding: Paired activity rounding different amounts.

Lesson 1. Calculating with Money Introduction to Functional Skills Maths at Entry Level 3. Learning Objective: Calculate with money using decimal notation and express money correctly in writing in pounds and pence. Understanding different denominations of coins and notes up to £5. Activity: Counting various combinations of coins and notes. Modelling: Adding simple money amounts (e.g., £1.50 + £2.25). Practice: Adding money amounts with and without carrying over. Modelling: Subtracting simple money amounts (e.g., £5.00 - £1.75). Practice: Subtracting money amounts, including scenarios with change. Word problems: Solving addition and subtraction money problems in context. Understanding price lists and calculating total costs. Writing money correctly using pounds and pence notation (e.g., £3.75). Quick check for understanding: ‘Show me’ questions on money calculations.

This Home-Ed resource is a great addition to any home learning journey. These lessons will take your child through the Maths Entry Level 3 which consists of three main components: Handling Data: Tables and Frequency, Interpreting Data and Organising and Representing Data: Charts and Graphs. Lesson 3. Organising and Representing Data: Charts and Graphs Recap: Overview of interpreting frequency tables, bar charts, and line graphs. Quiz: Short quiz on interpreting various data formats and making comparisons. Learning Objective: To organise and represent information in appropriate ways including tables, diagrams, simple line graphs and bar charts. Choosing the Right Representation: When to use tables, bar charts, pictograms, and line graphs. Introduction to Bar Chart Creation: Components of a good bar chart (axes, labels, scale). Modelling: Creating a bar chart from a frequency table. Guided Practice: Creating bar charts from given data sets. Introduction to Pictograms: What they are and their key features. Modelling: Creating a pictogram using a key. Guided Practice: Creating pictograms from simple data. Introduction to Line Graph Creation: Components and appropriate use. Modelling: Creating a simple line graph from data showing change over time. Independent Practice: Choosing appropriate representation and creating either a bar chart or line graph. Plenary: Discussing the advantages and disadvantages of different data representations.

This Home-Ed resource is a great addition to any home learning journey. These lessons will take your child through the Maths Entry Level 3 which consists of three main components: Handling Data: Tables and Frequency, Interpreting Data and Organising and Representing Data: Charts and Graphs. Lesson 2. Interpreting Data Recap: Overview of creating frequency tables and extracting information from lists. Quiz: Short quiz on creating frequency tables and identifying information from simple tables. Learning Objective: To interpret information, to make comparisons and record changes, from different formats including bar charts and simple line graphs. Interpreting Frequency Tables: What information can we get from them? Modelling: Making comparisons using frequency tables (e.g., most common, least common). Guided Practice: Interpreting given frequency tables and answering questions. Introduction to Bar Charts: What they are and their purpose. Modelling: Interpreting bar charts to make comparisons. Guided Practice: Answering questions based on given bar charts. Introduction to Line Graphs: What they are and when they are used (showing change over time). Modelling: Interpreting line graphs to identify trends and changes. Independent Practice: Interpreting a mix of frequency tables, bar charts, and line graphs.

This Home-Ed resource is a great addition to any home learning journey. These lessons will take your child through the Maths Entry Level 3 which consists of three main components: Handling Data: Tables and Frequency, Interpreting Data and Organising and Representing Data: Charts and Graphs. Lesson 1. Handling Data: Tables and Frequency Learning Objective: To extract information from lists, tables, diagrams and charts and create frequency tables. Introduction to Data Handling: Why is it important? What are lists, tables, diagrams, and charts? Initial examples. Understanding different types of data: Categorical and Numerical. Activity: Extracting information from simple lists. Introduction to Frequency: What does it mean? Modelling: How to create a frequency table from a list of data. Guided Practice: Creating frequency tables with simple datasets. Independent Practice: Creating frequency tables from given data. Review: Checking frequency table accuracy. Application: Discussing real-world examples of frequency tables. Plenary: Quick quiz on identifying data types and frequency.

This Home-Ed resource is a great addition to any home learning journey. These lessons will take your child through the Maths Entry Level 3 which consists of three main components: Handling Data: Tables and Frequency, Interpreting Data and Organising and Representing Data: Charts and Graphs. Entry Level 3 Functional Skills Maths: Handling Information and Data Workbook This resource is a workbook companion to the ‘Handling Information and Data’ Unit of the Entry Level 3 Maths. Section 1: Handling Data: Tables and Frequency … 3 Section 2: Interpreting Data: Tables and Bar Charts … 8 Section 3: Interpreting Line Graphs and Trends … 12 Section 4: Organising and Representing Data … 17

An informational booklet with information/revision and practice activities for each lesson in the unit. A list of key points, key words and a glossary are included as well to help the student with their understanding.

KS2/KS3/Home-Ed/Home-school/Self-study/Computing/Coding/Computer Science Lesson 17. Collaborative City Development: Infrastructure Brief recap of project plans and a starter quiz on server safety rules Focus area: constructing primary city infrastructure using Python scripts Teacher modelling: combining functions and loops to construct road networks Guided setup: deploying automated Agent scripts to pave central city avenues Group implementation: coding automated utility installation (lighting, piping) Cross-team coordination to ensure spatial alignment across city zone borders Check for understanding: evaluating structural alignment against design plans Independent coding within groups: developing customized modular building scripts Debugging session: resolving world overlap errors between different team scripts Documentation task: capturing screenshots and annotating code for project logs Progress review: evaluating completed infrastructure against timeline targets Summary of progress and preview of residential/commercial development