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Composition of numbers to 6

Over about 3 weeks, this unit builds children's deep understanding of numbers to 6 by exploring how numbers can be split into parts and put back together. Starting with ten frames to show quantities and find how many more are needed to make 6, children move into part-whole work with 4 and 5, then explore every way to make 6, and finish by connecting number bonds to 6 with take away, including the idea that 0 is a valid part of a number.

England (EYFS)ReceptionMathsNumberReviewed by an Early Years teacher
3weeks
4adult-led sessions
6provision areas
4printables and slides

About this unit

Teacher notes: Composition of numbers to 6

Over about 3 weeks, this unit builds children's deep understanding of numbers to 6 by exploring how numbers can be split into parts and put back together. Starting with ten frames to show quantities and find how many more are needed to make 6, children move into part-whole work with 4 and 5, then explore every way to make 6, and finish by connecting number bonds to 6 with take away, including the idea that 0 is a valid part of a number.

eyfs.ma.number.1 Have a deep understanding of numbers to 10, including the composition of each number.
eyfs.ma.patterns.3 Explore and represent patterns within numbers up to 10, including evens and odds, double facts and how quantities can be distributed equally.

Prior knowledge

Key vocabulary

part, whole, altogether, make, how many more, number bond, ten frame, equal, take away, zero, pair, same

Common misconceptions

Children think a number only has one way to be split, for example that 6 is always 5 and 1, and do not look for other ways.Use ten frames, fingers and small groups of objects so children physically rearrange 6 into a new split each time, for example 2 and 4, then 3 and 3, naming each new pair of parts as they find it.
When shown two parts, such as 4 counters and 2 counters, children recount everything from 1 instead of counting on from the known part.Model touching the first group and saying its number, then continuing the count onward for the second group ("4... 5, 6"), so children see counting on as quicker than starting again.
Children do not treat 0 as a real part of a number, for example not accepting that 6 and 0 make 6 because one group looks empty.Show an empty ten frame or an empty hand alongside a full one of 6, and say together "0 and 6 make 6", so children see an empty group as a genuine part, not as nothing happening.
Children think take away and making a number are unrelated, so they cannot use a known bond to work out a take away fact.Return to the same part-whole picture used for addition, for example showing 4 and 2 make 6, then physically removing the 2 so only 4 is left, saying "6 take away 2 leaves 4, because 4 and 2 make 6".
Children think swapping the order of two parts changes the total, for example believing 2 and 4 give a different whole to 4 and 2.Physically swap two groups of objects around in front of the child and recount the whole each time, showing the total of 6 stays the same whichever part is placed first.

Assessing through observation

Assess through observation during carpet time, small-group work and continuous provision rather than any written recording. Watch for children subitising parts within a ten frame, using the vocabulary of part, whole and altogether unprompted, counting on from a known part instead of recounting from 1, and finding more than one way to split 4, 5 and 6 with objects, fingers or ten frames. Note which children can answer "how many more to make 6?" questions, which can state that 0 and 6 make 6, and which can link a part-whole fact to a take away fact (for example, 4 and 2 make 6, so 6 take away 2 leaves 4). Use these observations to decide who needs more practical repetition of composition of 4 and 5 and who is ready to apply bonds to 6 independently in their play.

What comes next

This unit prepares children for composition of numbers to 10, where the same part-whole and ten frame approach extends to larger quantities. It also lays the groundwork for exploring doubles, odd and even numbers, and sharing quantities equally, building directly towards eyfs.ma.patterns.3.

Videos

What's in this pack

An 8 to 10 minute walkthrough video for Reception teachers introducing the free pack for the unit Composition of numbers to 6. Each scene shows one real page from the pack on screen while a voiceover speaks directly to the teacher about what it is and how to use it, ending with a suggested order for using the parts across the three weeks of the unit.

Watch on YouTube

Teacher video

A professional-development video for Reception practitioners on teaching the unit 'Composition of numbers to 6'. Six scenes follow fixed images through the unit's four sessions, explaining what each image shows and why it matters for building children's deep understanding of number composition and pattern, in line with eyfs.ma.number.1 and eyfs.ma.patterns.3.

Watch on YouTube

Quick tips

Seeing 6 on a ten frame: how many empty spaces?
Watch on YouTube
The zero bond: 6 and 0 make 6
Watch on YouTube
Spot it: a child who counts every counter to find 6
Watch on YouTube

All the videos for this unit (YouTube playlist)

Download the pack

Start here: how to use this pack
Instructions, video links and printing tips
Teacher notes
Unit overview, vocabulary, misconceptions, assessment
Activity cards
Adult-led small-group activities, one per session
Continuous provision ideas
Enhancements for each area
Input slides (PowerPoint, editable)
Short carpet-time slides with notes
Input slides (PDF)
The same slides for any device
Observation prompts
What to look and listen for, linked to the ELGs
Note for parents and carers
Ideas to try at home
Ten frame cards 0 to 6
Printable picture cards
Part-whole mats for 4, 5 and 6
Printable picture cards
Numeral cards 0 to 6
Printable picture cards
Everything in one zip
All of the above, ready to save or share

Using the files: PDFs open in your browser (use Save to keep a copy). The PowerPoint downloads as a file to open in PowerPoint, Keynote or Google Slides. Print on A4 at 100% ("Actual size"). Videos are on our YouTube channel.

Sessions

Adult-led small-group activities, one per session. Open one to read it.

Ten frames: how many, and how many more to make 6
Number: Have a deep understanding of numbers to 10, including the…

Ten frames: how many, and how many more to make 6

Up to 4 children with one adult · About 15 minutes

Objective: Children find how many counters are on a ten frame and work out how many more counters are needed to fill it to 6, deepening their understanding of the composition of 6.

eyfs.ma.number.1 Have a deep understanding of numbers to 10, including the composition of each number.

Resources

  • One large table-top ten frame (a 2-row, 5-space tray, mat or egg box with 2 cut down to size)
  • A tub of identical counters (e.g. conkers, buttons or shells), at least 6 per child
  • A small drawstring or feely bag
  • Seven picture cards: ten frame showing 0, ten frame showing 1, ten frame showing 2, ten frame showing 3, ten frame showing 4, ten frame showing 5, and ten frame showing 6
  • A small soft toy (e.g. a bear) to 'hide' and 'find' counters

Set-up

Place the ten frame and a tub of counters on a low table or the carpet. Stack the seven ten-frame picture cards face down nearby. Mark or peg the sixth space of the ten frame with a small ribbon so children can see where 'our 6' ends, since the frame itself has ten spaces. Seat the group in a circle so everyone can reach the frame.

Key questions

  • How many counters can you see on the frame?
  • How do you know, without counting every one again?
  • How many more do we need to make 6?
  • How could we check we are right?
  • Is there another way we could make 6 on the frame?

Vocabulary

ten frame, counter, how many, more, make, altogether, full, empty, same, different, six

What to do

  1. Gather the group and show the empty ten frame. Say: 'Look, our frame is empty.' Hold up the ten frame showing 0 card and say: 'Zero - no counters at all.'
  2. Put 4 counters into the frame one at a time, counting aloud together as each one is placed: 'one, two, three, four'. Hold up the ten frame showing 4 card to match.
  3. Ask: 'How many counters are on our frame?' Point to the ribbon marking the sixth space and say: 'We are filling up to here today - our six.'
  4. Ask: 'How many more do we need to make 6?' Invite a child to count the empty spaces up to the ribbon only, then add that many counters one at a time.
  5. Count the whole frame together to check: 'four and two make six.' Repeat the sentence together as a group.
  6. Pass the frame to the next child and tip a different amount of counters in (try 1, then 3, then 5 across turns), repeating the same questions and sentence pattern each time.
  7. Introduce the feely bag with the remaining picture cards inside. Let a child pull out a card without looking, show it to the group, and ask them to build that amount on the real frame before working out how many more are needed to make 6.
  8. Use the soft toy to 'nibble away' some counters from a full frame of 6 while children close their eyes. On 'open your eyes', ask how many are left and how many more the toy needs to give back to make 6 again.

Misconceptions

The child counts all ten spaces on the frame, including the empty ones, when asked 'how many', rather than only the filled spaces.Point only to the counters as you count aloud together, saying 'we only count the counters we can see, not the empty spaces.'
Because the ten frame has ten spaces, the child counts the empty spaces all the way to 10 instead of stopping at the ribbon marking 6.Point to the ribbon and remind the child, 'today our frame stops here, at our six' before counting the empty spaces again together up to that point.
The child recounts from 1 every time instead of counting on from the amount already on the frame.Put a finger on the last counter placed and model counting on aloud, e.g. 'four... five, six', encouraging the child to start their counting from four rather than one.
The child gives the same answer to 'how many are there' and 'how many more to make 6', mixing up the two questions.Ask the two questions one at a time, pointing to the filled counters for the first question and the empty spaces for the second, then join the answers with the sentence 'X and Y make 6'.

Adapting

Look for

Picture cards for this session

Part-whole: composition of 4 and 5
Number: Have a deep understanding of numbers to 10, including the…

Part-whole: composition of 4 and 5

Small group of 4 to 6 children · 15 to 20 minutes

Objective: Children explore the composition of 4 and 5: they split a whole group of real objects into two parts in different ways and check that the parts still make the same whole, matching their work to part-whole picture models.

eyfs.ma.number.1 Have a deep understanding of numbers to 10, including the composition of each number.

Resources

  • A set of part-whole mats (two small part circles joined to one whole circle) - one per child
  • A bowl of conkers, buttons or counters for each child (at least 5 per child)
  • A soft toy or puppet to 'ask' how many are in each part
  • Printed part-whole picture cards 1 to 7 showing 1 and 3 make 4, 2 and 2 make 4, 3 and 1 make 4, 1 and 4 make 5, 2 and 3 make 5, 3 and 2 make 5, 4 and 1 make 5
  • A small cloth or tray to hide objects under for the 'how many are hiding' game

Set-up

Sit the group around a low table or on the carpet in a circle. Give each child a part-whole mat and a bowl of counters. Place the printed part-whole picture cards face down in a pile within reach of the adult.

Key questions

  • If the whole is 4, and one part has 3, how many is in the other part?
  • Can you find a different way to split your 5 into two parts?
  • How do you know your two parts still make the same whole?
  • What happens to the parts if you swap them over?
  • Can you show me with your counters how 2 and 3 make 5?

Vocabulary

whole, part, split, altogether, make, same, different way

What to do

  1. Say: 'Today we are finding different ways to split a group into two parts.' Ask each child to count out 4 counters into the whole circle of their mat.
  2. Show picture card 1 (1 and 3 make 4). Say: 'Can you split your 4 so that one part has 1 and the other part has 3?' Model moving 1 counter into one part circle and 3 into the other.
  3. Ask the children to check their two parts by counting each part out loud, then count both parts together to check they still make 4.
  4. Show picture card 2 (2 and 2 make 4). Say: 'Let's move the counters around. Can you make 2 and 2 instead?' Give children time to rearrange their own counters.
  5. Show picture card 3 (3 and 1 make 4). Ask: 'What if the big part is on the other side this time, with 3 and 1?' Let children try this arrangement themselves.
  6. Use the puppet to hide one part of the 4 under the cloth and ask: 'The puppet can see 1 part. If the whole is 4, how many is the puppet hiding?'
  7. Ask the children to now count out 5 counters into the whole circle of their mat.
  8. Show picture card 4 (1 and 4 make 5). Say: 'Can you split your 5 into a part with 1 and a part with 4?' Model this with your own counters alongside them.
  9. Show picture card 5 (2 and 3 make 5). Ask the children to rearrange their counters into a part of 2 and a part of 3, then check both parts together make 5.
  10. Show picture card 6 (3 and 2 make 5). Ask: 'Can you flip it round, so the part of 3 is on the other side?' Encourage children to try this with their own counters.
  11. Show picture card 7 (4 and 1 make 5). Say: 'One more way - can you make a part of 4 and a part of 1?' Let children arrange this themselves.
  12. Finish by hiding one part of 5 under the cloth again and asking the children to work out the hidden part, checking by tipping the cloth away to reveal it.

Misconceptions

The child thinks the two parts must always be equal, so struggles to accept 1 and 3, or 1 and 4, as valid splits.Show both an equal split (2 and 2 for 4) and an unequal split (1 and 3 for 4) side by side with real counters, and count each part together so the child sees both are correct ways to split the same whole.
After moving counters into two parts, the child recounts and loses track, saying the whole has changed.Ask the child to count each part slowly with you, touching each counter, then push both parts back together and recount the whole, saying 'see, we still have 4 (or 5) altogether.'
The child thinks 1 and 3 and 3 and 1 are completely different facts and does not notice they use the same two parts.Place the child's 1 and 3 split next to a 3 and 1 split made with real objects and ask them to count each part, drawing out that the same two amounts are there, just swapped over.

Adapting

Look for

Picture cards for this session

Composition of 6: every way to make 6
Number: Have a deep understanding of numbers to 10, including the…

Composition of 6: every way to make 6

4 to 6 children · 15 to 20 minutes

Objective: Children explore, using real objects, that 6 can be split into two parts in different ways and say the matching number fact each time, for example 2 and 4 make 6.

eyfs.ma.number.1 Have a deep understanding of numbers to 10, including the composition of each number.

Resources

  • 6 identical real objects for each child (for example conkers, shells or dinosaur counters)
  • 1 large hoop or circle mat for each child to show 'the whole'
  • 2 smaller plates or hoops for each child to show 'the parts'
  • 5 part-whole model picture cards showing: 1 and 5 make 6, 2 and 4 make 6, 3 and 3 make 6, 4 and 2 make 6, 5 and 1 make 6
  • a small cloth or box to hide a part under
  • a tray to collect the ways found so far

Set-up

Set up a low table or carpet space with one whole hoop and 6 objects inside it for the adult to model with, plus two part plates beside it. Give each child their own whole hoop with 6 objects, and two part plates. Keep the five part-whole picture cards face down in a pile within reach, and keep the tray and cloth nearby.

Key questions

  • What do you notice about your two parts?
  • If I can see this many, how many must be hiding to still make 6?
  • Is there another way you could split your 6 objects?
  • What happens to the two parts if you swap them over?
  • How could you check that your two parts still make 6 altogether?

Vocabulary

whole, part, altogether, make, split, same, different, swap, total

What to do

  1. Gather the group and show your hoop with all 6 objects inside. Say: 'All 6 are together right now - this is the whole.'
  2. Model splitting the 6 objects into the two part plates, for example 2 in one and 4 in the other. Count each part aloud, then say: '2 and 4 make 6.'
  3. Hide one part plate under the cloth. Say: 'I can see 4. How many do you think are hiding, so we still have 6 altogether?' Reveal the hidden part to check.
  4. Give each child their own 6 objects and two part plates. Invite them to split their 6 their own way, count each part, and say the fact aloud, for example 'my parts are 3 and 3, that makes 6.'
  5. Turn over one part-whole picture card at a time (1 and 5, 2 and 4, 3 and 3, 4 and 2, 5 and 1). For each card, ask children to copy that split with their own objects and check it by counting both parts.
  6. Ask: 'Can you find a way to split your 6 that nobody in our group has made yet?' Support children to swap their two parts over and notice what happens.
  7. As each new way is found, place it on the shared tray in order, and count together how many different ways the group has made.
  8. Close by choosing a favourite way together and saying the fact one more time, for example '5 and 1 make 6.'

Misconceptions

A child thinks a part cannot be empty, so does not accept that 0 and 6 make 6.Deliberately leave one part plate empty and the other with all 6 objects. Count 0 in the empty plate and 6 in the other together, then confirm they still make 6 altogether.
A child thinks 1 and 5 is a different total from 5 and 1.Swap the two part plates over with the child, recount each part and the whole, and show that the total stays 6 whichever part is counted first.
A child recounts all 6 objects from the start every time instead of using a part they already know.Cover one part plate, ask the child to count only the visible part, then use fingers or counting on to work out how many must be in the hidden part.
A child cannot see that 3 and 3 are equal without counting each pile separately.Line the two groups of 3 up in rows next to each other and match them one-to-one so the child can see the parts are the same size.
A child keeps recreating the same split and believes each one is new.Line up the ways already found on the shared tray so the child can compare their new split against previous ones before deciding if it is different.

Adapting

Look for

Picture cards for this session

Number bonds to 6, including zero and take away
Number: Have a deep understanding of numbers to 10, including the…Numerical Patterns: Explore and represent patterns within numbers up to 10,…

Number bonds to 6, including zero and take away

Small group of up to 4 children · 15 minutes

Objective: Children find and show all the ways to split 6 objects into two parts (part-whole bonds for 6, including zero), and record that 'take away' is a related idea to composition.

eyfs.ma.number.1 Have a deep understanding of numbers to 10, including the composition of each number.
eyfs.ma.patterns.3 Explore and represent patterns within numbers up to 10, including evens and odds, double facts and how quantities can be distributed equally.

Resources

  • 6 identical shells (loose parts)
  • A large paper plate for the whole, with a piece of string laid across it to make two part sections
  • A rekenrek (bead frame) showing rows of 10 red and white beads
  • 6 small pots or bowls
  • A soft toy 'number dragon' puppet who 'eats' some shells

Set-up

Place the paper plate with the string divider on the carpet, with 6 shells sitting in the whole section. Have the rekenrek within reach and the number dragon puppet nearby.

Key questions

  • If one part has 2 shells, how many must be in the other part to make 6?
  • What happens to the whole when we move shells from one side to the other?
  • Can you find a different way to split the 6 shells?
  • How is 'take away' the same as splitting into two parts?
  • How could we check we still have 6 altogether?

Vocabulary

whole, part, altogether, make, take away, left, same as, none

What to do

  1. Gather the group on the carpet and count the 6 shells together into the whole section of the plate, saying 'We have 6 shells altogether.'
  2. Say: 'The number dragon is hungry. Watch how many he moves to the other side.' Move the dragon to push 0 shells across, then say 'Look, 0 and 6 still make 6.'
  3. Ask a child to move the dragon and slide 1 shell across the string divider. Say together: '1 and 5 make 6.'
  4. Keep going round the group, each child taking a turn to slide a different amount across: 2 shells (saying '2 and 4 make 6'), then 3 shells ('3 and 3 make 6'), then 4 shells ('4 and 2 make 6'), then 5 shells ('5 and 1 make 6'), then all 6 shells ('6 and 0 make 6').
  5. After each move, pause and check together: push the two parts back together and recount to 6 to prove the whole hasn't changed.
  6. Bring out the rekenrek. Slide beads across to match each split children made (for example 2 red and 4 white), and ask children to spot the matching part-whole plate from earlier.
  7. Link to take away: say 'If 6 shells start on the plate and the dragon takes away 2, how many are left?' Move 2 shells off and count the remaining 4 together.
  8. Repeat the take-away question with a different amount, each time starting from 6 shells and checking the answer by recounting.

Misconceptions

A child thinks that moving shells to the other part changes the total, so they recount and expect a number other than 6.Push the two parts back together on the plate and count all the shells slowly with the child, confirming it is still 6 every time, however the shells are split.
A child believes 0 cannot be a 'real' part and skips it, saying a part can't be empty.Show the empty section of the plate and say 'This part has 0 shells in it — 0 and 6 still make 6,' pointing to the empty space as a valid part.
A child confuses take away with composition and thinks the shells taken away are a separate, new amount rather than one of the two parts.Place the shells taken away back next to the plate so the child can see both parts still belong to the same whole of 6, then recombine and recount.

Adapting

Look for

Picture cards for this session

606615624633642651660

Continuous provision

Maths area

Turn the maths area into a 'Bird Feeder Café' part-whole station where children split small loose-part 'seeds' between two feeders (pots) to explore all the ways to make 6, then check their total on a six-frame.

Resources

  • A set of six-frame mats (two rows of three dots) printed on trays or drawn in chalk
  • Two small bird-feeder pots or bowls per child, plus a large hoop or mat marked 'the whole'
  • Loose-part 'seeds': conkers, dried pasta shapes, pom-poms and shiny buttons, in trays of up to 6
  • Large numeral cards 0 to 6
  • A six-hole egg box and a small nest with up to 6 soft toy eggs or pom-poms
  • A part-whole mat showing one large circle (the whole) splitting into two smaller circles (the parts)
  • Small world birds (finger puppets or figures) for role play, and laminated recording mats with blank circles for children to arrange real objects on (not for writing)

When you join the play

  • You've got 6 seeds for the two bird feeders - how could you share them out?
  • If this feeder has 1 seed, how many must be in the other feeder so the birds get 6 altogether?
  • Can you find a different way to make 6 than the one you just did?
  • What if one feeder had 0 seeds - where would all 6 go?
  • Show me 6 on your six-frame. If I take some away, how many are left, and how many did I take?
  • I wonder if 3 and 3 in the two feeders is a fair share - what do you notice?

Look for

  • Children splitting 6 objects into two groups and checking the total still matches 6
  • Children generating more than one way to make 6 (for example moving from 1 and 5 to 2 and 4) without being told
  • Children noticing that 3 and 3 is an equal, 'fair' split, linking to doubles and equal distribution
  • Children using the six-frame to subitise or count on rather than always counting from 1
  • Children recognising that 0 and 6 still make 6, showing understanding that an empty group is a valid part
  • Children linking take-away to the parts: removing some seeds from 6 and saying how many are left and how many were removed

Construction

Turn the construction area into a '6-Brick Builders' yard for a week. Children build towers, walls and vehicles using exactly 6 bricks each time, so they keep bumping into every way 6 can be split into two parts as they build with two colours, and into bonds and take-away as bricks get added or knocked off.

Resources

  • Duplo-style bricks in two colours (red and blue), enough for several sets of 6 per child
  • Small builder's trays or shallow boxes, each holding exactly 6 bricks to start a build
  • A large floor or outdoor ten-frame marked with chalk or tape, used as a '6-space' building plot (only 6 of the 10 spaces marked for bricks, the rest taped off)
  • Digit cards 0 to 6 pegged on a low washing line or propped on a 'site sign' board
  • High-vis vests or hard hats for role play 'site inspectors'
  • Small clipboards and chunky pencils/crayons for children to mark-make their 'building plans'
  • A few builder's buckets labelled 'take away' for bricks that get knocked down or removed

When you join the play

  • You've used 2 red bricks and 4 blue bricks - how many is that altogether? Is there another way to make the same tower using different amounts of red and blue?
  • Your tower has 6 bricks and I'm taking 3 away - how many are left on the plot now?
  • If you want 0 blue bricks in your wall, how many red bricks will you need to still have 6?
  • Can you check the inspector's sign - does your build show 1 and 5, or 3 and 3, or 2 and 4?
  • How many more bricks do you need to add to get from 4 bricks up to 6?
  • Shall we knock down 1 brick and see how many are left, then build it back up to 6 again?

Look for

  • Children splitting a set of 6 bricks into two colours without being asked, then recounting to check it still totals 6
  • Children trying a different split (for example moving from 1 and 5 to 2 and 4) and noticing the total stays 6
  • Children using the word 'zero' or saying 'none' confidently when a colour is missing from their build
  • Children predicting how many more bricks are needed to reach 6 before counting to check
  • Children physically removing bricks into the take-away bucket and correctly saying how many remain
  • Children comparing two different builds and noticing both still make 6 even though the parts look different

Small world

Turn the small-world farm table into 'The Six Sheep Farm': a barn joined to a field by a low fence that children can slide along a base mat, so 6 toy sheep can be shared between the two spaces in any combination that makes 6. A little trailer parked beside the farm lets children drive some sheep away to market, so a group of 0 feels just as natural as a group of 6, and a straw-filled hay tray shaped like a ten frame sits nearby for counting how many more sheep are needed to make 6.

Resources

  • A small-world farm base mat showing a barn and a field, joined by a low fence piece children can slide to change where the two spaces meet
  • 6 identical small sheep figures, plus a shepherd figure for role-play
  • A shallow hay tray moulded or marked with a 2-row, 5-and-1 ten-frame pattern, with straw filling 6 of the spaces for session 1 'how many more to make 6'
  • A small trailer or wheeled trolley for taking sheep away to market (supports zero and take away)
  • Two soft fleece 'pens' (simple fabric circles) that can sit inside the barn or field as part-whole spaces for grouping sheep
  • Numeral cards 0 to 6, laid flat near the farm for children to pick up and match to a group, not for writing on
  • A small bell or wooden mallet the shepherd figure can 'knock' to signal when sheep move between barn and field, for children who find spoken instructions hard to process

When you join the play

  • I wonder how many sheep are in the barn and how many are in the field now?
  • What happens to the barn and the field if we move 1 sheep across the fence?
  • The trailer has come to take some sheep to market — if 2 go, how many are left on the farm?
  • Can you find a way to make 6 that nobody else in our farm has tried yet?
  • Show me with the hay tray: how many more sheep do we need to fill it up to 6?
  • What if every single sheep went to market — how many would be left on the farm?

Look for

  • Children splitting the 6 sheep between barn and field in different ways, such as 3 and 3 or 1 and 5
  • Children noticing that moving a sheep from one space to the other changes both groups, and that 2 and 4 is the same sheep as 4 and 2
  • Children using the hay tray to count how many spaces are still empty up to 6
  • Children using the trailer to act out taking sheep away and saying how many are left, including when 0 are left or 0 have gone
  • Children using number names and numeral cards for 0 to 6 confidently, including matching an empty field to 0
  • Children with limited spoken English joining in through moving sheep, pointing to numeral cards or using the bell signal, rather than needing to talk

Outdoors

Set up a 'Snail Shell Garden' in the outdoor construction or mud kitchen area: a large builders' tray of damp sand or bark chippings holds six snail shells (real or plastic) and two big chalked leaf outlines drawn directly onto the patio slabs. Children post the 6 snails between the two leaves in every way they can, then race off to find more creatures to make 6 all over again, moving, sorting and recording outdoors rather than at a table.

Resources

  • 6 plastic or real snail shells (clean, no live creatures), kept in a small basket
  • 2 large leaf shapes drawn in chalk on the patio, big enough to hold several snails each
  • A builders' tray with damp sand or bark for snails to be 'parked' on
  • Chalk and a bucket of water for washing lines/outlines
  • 6 small flowerpots and 6 pebbles as an alternative 'how many more to make 6' set
  • A laminated ten frame mat for outdoor use (wipeable, weighted at corners) showing up to 6 spaces
  • A whiteboard on an easel or chalkboard fixed to the fence for children to mark-make their own splits
  • Clipboards with chunky pencils and simple number cards 0 to 6 for children who want to record

When you join the play

  • How many snails have we got altogether? Can you check by counting them onto the tray?
  • If 2 snails go in this leaf, how many are left to go in the other leaf?
  • You've put 3 in this leaf and 3 in that leaf — is that still 6 altogether? How do you know?
  • Can you make 6 a different way this time? What if all 6 went in one leaf and 0 in the other?
  • I wonder what happens if we take 1 snail away from the 6 — how many would be left?
  • Show me on the ten frame how many snails you have and how many more spaces until you reach 6

Look for

  • Children moving snails between the two leaves and recounting the total each time, showing they know the whole stays as 6
  • Children spontaneously trying a new split (0 and 6, 1 and 5, 2 and 4, 3 and 3) rather than repeating the same one
  • Children using fingers, the ten frame, or pebbles to check a part when they already know the whole is 6
  • Children talking about one part being empty (0) as still being a correct way to make 6
  • Children linking take away language, such as removing snails from a group of 6 and saying how many are left
  • Children supporting a friend by pointing, gesturing or lining snails up to help them see the two parts, useful for children with SEND or developing English

Malleable (playdough)

A playdough ladybird station where children shape red playdough ladybird bodies on mats marked with a line down the middle (two wings) and press exactly 6 loose counters into the dough as spots, splitting them between the two wings in different ways to explore every way to make 6.

Resources

  • Red, black and green playdough, enough for one ball per child
  • Rolling pins, small blunt knives and ladybird-shaped cutters
  • Playdough mats showing a large ladybird outline with a clear line down the middle splitting it into two wings
  • A tray of small identical black counters, buttons or pom-poms for spots, at least 6 per child
  • Numeral cards 0 to 6
  • Small bowls or pots to hold spare spots on each side of the mat
  • A low table or tuff tray so children can move around freely while playing

When you join the play

  • Your ladybird needs 6 spots altogether. How many are on this wing so far, and how many more will it need to make 6?
  • You've put 3 spots on this wing. What do 3 and 3 make?
  • Could your ladybird have 0 spots on one wing? How many would the other wing need then?
  • Let's count all the spots on both wings together. Did we make 6?
  • Can you make a different ladybird that still has 6 spots altogether, but shared out a different way?
  • You had 2 and 4 on your ladybird - what happens if you swap them over? Is it still 6?

Look for

  • Children sharing 6 spots across the two wings in different combinations, such as 1 and 5, 2 and 4, or 3 and 3
  • Children counting all the spots on both wings each time to check the total is 6
  • Children trying a wing with 0 spots and working out the other wing needs 6
  • Children noticing that swapping spots between wings, such as 4 and 2 becoming 2 and 4, still makes 6
  • Children matching numeral cards to the number of spots on each wing
  • Children changing the split and recounting without an adult prompting them

Role play shop

Turn the role play shop into a '6-a-box' market stall where every basket, tray and till pot is labelled to hold exactly 6 items. Children fill, sell, split and refill the baskets as they shop, naturally exploring the different ways 6 can be made from two parts.

Resources

  • 6 small baskets or trays, each marked with a large numeral 6
  • Real or play fruit, vegetables, tins and toy bread rolls for stock
  • A till with play coins and a notepad for 'orders'
  • 2 shallow bowls or plates per basket, labelled 0 to 6, for splitting stock between a 'shop display' and a 'storeroom'
  • Paper bags and small boxes for packing orders
  • Laminated price tags showing numerals 0 to 6 only
  • A simple shop sign saying 'Boxes of 6'

When you join the play

  • You've got 6 apples for your basket. Some are in the shop window and some are in the storeroom. How many are in each place?
  • If I buy 2 of your 6 oranges, how many will you have left on the stall?
  • Can you pack this box of 6 so that it looks different from your friend's box of 6?
  • You've sold all 6 tins today. How many tins do you have left? Is that none, or zero?
  • I'd like 3 carrots please. How many will stay on the stall out of your 6?
  • Can you find two baskets that both show a way to make 6?

Look for

  • Children splitting a group of 6 items into two parts without being asked, such as 4 on the stall and 2 in the bag
  • Children using the words 'and' or 'make' to describe two parts, for example '3 and 3 make 6'
  • Children recognising that 0 and 6, or 6 and 0, still make 6 when a basket is emptied or full
  • Children checking their total still matches 6 after moving items between displays
  • Children using fingers, the till, or grouping stock to work out how many are left after a 'sale' (take away)
  • Children spotting that the same two numbers can be swapped, for example 1 and 5 or 5 and 1

Observation prompts

What to look and listen for, by Early Learning Goal.

Have a deep understanding of numbers to 10, including the composition of each number.
Number: Have a deep understanding of numbers to 10, including the…

Observation prompts: eyfs.ma.number.1

eyfs.ma.number.1 Have a deep understanding of numbers to 10, including the composition of each number.

Look for

Listen for

Next steps

Explore and represent patterns within numbers up to 10, including evens and odds, double…
Numerical Patterns: Explore and represent patterns within numbers up to 10,…

Observation prompts: eyfs.ma.patterns.3

eyfs.ma.patterns.3 Explore and represent patterns within numbers up to 10, including evens and odds, double facts and how quantities can be distributed equally.

Look for

Listen for

Next steps

For parents and carers

Read the note

Dear families,

This term in maths, your child is getting to know the numbers 0 to 6 really well. We are exploring how each number is made up of smaller parts, so children start to see numbers as flexible rather than just something to count up to.

We began by using ten frames to help children see at a glance how many dots are shown and how many more are needed to make 6. We then looked closely at the numbers 4 and 5, splitting them into two parts in different ways, before moving on to find every single way to make 6 (for example, 1 and 5, or 3 and 3).

In our final sessions, we are learning number bonds to 6, including what happens when one part is 0, and what happens when we take some away. Playing with real objects helps children feel these ideas in their hands before they ever need to write a number down.

Ideas to try at home

With thanks for your support at home, The Reception Team

These resources are free and public: download them, use them in class and share them with colleagues. Subscribe on YouTube to hear about new packs.

Version e317aa7fbafa15d6 · published 7 Oct 2026