This end of topic test is designed to test student knowledge of 3N4: Identify, represent, and estimate numbers using different representations. This test has two parts: Part 1: Key Skills (10 marks), Part 2: Problem Solving (7 marks). The time allowed for this test is 20 minutes. This is a non-calculator test. Total: 17 marks. All solutions provided.

This end of topic test is designed to test student knowledge of 4N2b: Find 1,000 more or less than a given number. This test has two parts: Part 1: Key Skills (10 marks), Part 2: Problem Solving (9 marks). The time allowed for this test is 20 minutes. This is a non-calculator test. Total: 19 marks. All solutions provided.

This end of topic test is designed to test student knowledge of 5N2: Read, write, order, and compare numbers to at least 1,000,000. This test has two parts: Part 1: Key Skills (10 marks), Part 2: Problem Solving (8 marks). The time allowed for this test is 20 minutes. This is a non-calculator test. Total: 18 marks. All solutions provided.

This end of topic test is designed to test student knowledge of 4N2a: Order and compare numbers beyond 1,000. This test has two parts: Part 1: Key Skills (10 marks), Part 2: Problem Solving (8 marks). The time allowed for this test is 20 minutes. This is a non-calculator test. Total: 18 marks. All solutions provided

This end of topic test is designed to test student knowledge of 5N1: Counting forwards or backwards in steps of powers of 10 for any given number up to 1,000,000. This test has two parts: Part 1: Key Skills (10 marks), Part 2: Problem Solving (7 marks). The time allowed for this test is 20 minutes. This is a non-calculator test. Total: 17 marks. All solutions provided.

This end of topic test is designed to test student knowledge of 3N2a: Compare and order numbers up to 1,000. Read and write numbers to 1,000 in numerals and in words. This test has two parts: Part 1: Key Skills (10 marks), Part 2: Problem Solving (8 marks). The time allowed for this test is 20 minutes. This is a non-calculator test. Total: 18 marks. All solutions provided.

This end of topic test is designed to test student knowledge of 4N1: Counting in multiples of 6, 7, 9, 25 and 1,000. This test has two parts: Part 1: Key Skills (10 marks), Part 2: Problem Solving (8 marks). The time allowed for this test is 20 minutes. This is a non-calculator test. Total: 18 marks. All solutions provided.

This activity is designed to practice: calculating intervals across zero Description of Activity: Students are to determine the distance between the squirrel in each tree, and the acorn they have buried in the ground below, writing their answer in the space provided. Questions get progressively more challenging. Use the RAG analysis to track progress. Differentiation strategies and teaching hints and tips provided. All answers provided.

Negative Number Sequences This activity is designed to practice: count backwards through 0 including negative numbers Description of Activity: Students roll the 10-sided dice twice (see printable resource). The first roll is the starting number, and the second roll is the step count backwards. Students can then complete the answer grid (an example is provided). The more correct numbers they generate, the greater the number of points they receive. This game can be played in pairs with the first player to complete their grid being the winner. Use the RAG analysis to track progress. Differentiation strategies and Teaching Hints and Tips provided.

This activity is designed to practice: interpreting negative numbers in context, counting forwards and backwards with positive and negative whole numbers, including through zero. Description of Activity: Students are to calculate with negative numbers in real life contexts including temperature, car parks / stairs and money and write their answers in the space provided. Use the RAG analysis to track progress. Differentiation strategies and Teaching Hints and Tips provided. All answers provided.

This activity is designed to practice: Establishing whether a number up to 100 is prime. Description of Activity: Students should be handed a 1-100 number square. Circle the number 2 then cross out all the other multiples of 2. Circle 3 then cross out all the other multiples of 3. 4 is already crossed out so circling the next number would be 5; cross out all the other multiples of 5. Continue this process until the final number is circled (97). Use the RAG analysis to track progress. Differentiation strategies and teaching hints and tips provided. All answers are provided.

This activity is designed to practice: adding and subtracting with negative numbers Description of Activity: Students complete each diamond by adding the two squares next to each other to get the square above and subtracting the two squares together to get the square below. See example. Use the RAG analysis to track progress. Differentiation strategies and Teaching Hints and Tips provided. All answers provided.

Students play this game in pairs. Each pair has two piles of shuffled cards: Percentage Cards and Amount Cards. Before students select their cards in each round, they must decide whether the answer which is Higher or Lower is the winner. Each player then takes a percentage card and an amount card from each pile. Both players work out their percentage of their amount and check their opponent’s answer. The player who has the higher (or lower) answer as determined before the cards were chosen wins and keeps the cards. When one pile is empty, the player with the most cards wins.

This activity is designed to practice: identifying multiples and factors Description of Activity: Students should work their way across each maze by following the path using only the required number properties. Use the RAG analysis to track progress. Suitable for students in class / homework / private study Differentiation strategies and teaching hints and tips provided. All answers are provided.

This activity is designed to practice: solving problems involving factors and square numbers Description of Activity: Students should complete the table by writing all the factor pairs, listing the factors, and then writing the number of factors for each original number. Each original number in the table is a square number. Use the RAG analysis to track progress. Suitable for students in class / homework / private study. Differentiation strategies and teaching hints and tips provided. All answers provided.

This chess board can be used to facilitate learning both in class and at home. Chess is an accessible game that practices many areas of the curriculum from translation, alpha-numeric coordinates, using key terminology around number, and shape. It also helps to develop learning skills such as following instructions and memorising rules. Suggested uses: Print and laminate to use as a gameboard between pairs Crop the image into a slideshow presentation Crop the image into an interactive slide Print, laminate and pin to a display board This resource is part of the Head Start Ultimate Free Printables Pack https://www.tes.com/teaching-resource/resource-12934415

This negative number line can be used to facilitate learning both in class and at home. Many areas of the curriculum require knowledge of negative numbers including the four operations, real life problems with negative numbers, order of operations and ordering numbers. From my experience, vertical negative number lines can encourage a deeper understanding of the concepts of operations with negative numbers, as well as their application to more real life problems such as temperature, where the scale is usually vertical. Suggested uses: Print out each A4 page and cut out each diagram. Stick each diagram together using the tab to create a large vertical display of negative numbers. Note: Each diagram is around 20cm tall so printing full size will extend over 2m. If this is too large, print 2 pages per page. This resource is part of the Head Start Ultimate Free Printables Pack https://www.tes.com/teaching-resource/resource-12934415

A wide range of around 45 of the most useful (and free) printables including: Coordinate axes (L and +) Digit Cards Multiplication Grids (10x10 and 12x12) Dice (6- and 10-sided) Venn Diagrams (2 and 3 set) Game Boards (Chess and Snakes and Ladders) Clock Faces (12 and XII) Blank Grids (8x8 to 24x24) Now including statistical graphs and charts: Bar Charts Pie Charts Scatter Graphs Tally Charts Watch out for even more free printables coming soon! Got a request?! Send me a message @HeadStartMaths on X (Twitter).

This Prime Numbers List from 1-100 can be used to facilitate learning both in class and at home. Prime numbers appear regularly in the maths curriculum. Mainly students need to be able to recognise them but they can also be useful when thinking about divisibility, factors and multiples and prime factors. Suggested uses: Print individual copies to stick into exercise books Print and laminate to use as a mini whiteboard (with a pen) Crop the image into a slideshow presentation Crop the image into an interactive slide Print, laminate and pin to a display board BONUS ACTIVITY: Create a piece of artwork that represents the prime numbers up to 20 or 100. Explain how this helps you remember the prime numbers to your partner / the class. This resource is part of the Head Start Ultimate Free Printables Pack https://www.tes.com/teaching-resource/resource-12934415

These blank 2- and 3-set Venn diagrams can be used to facilitate learning both in class and at home. Venn diagrams are introduced and used throughout the curriculum for sorting, interpreting data, and cardinality. Suggested uses: Print individual copies to cut out / stick into exercise books and write on Print and laminate the large Venn diagrams to use as a mini whiteboard (with a pen) Crop the diagrams into a slideshow presentation Crop the image into an interactive slide Print, enlarge, laminate and pin to a display board This resource is part of the Head Start Ultimate Free Printables Pack https://www.tes.com/teaching-resource/resource-12934415