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Start with patterns children can see, hear or do
Routines, stories, dances, chants and movement can all include predictable patterns. Patterns and Structure – Young Mathematicians
Noticing routines and patterns in everyday life can help prepare children to notice other patterns. Patterns and Structure – Young Mathematicians
Start with one short rule children can hear, see or do, and keep attention on one feature at a time, such as action, sound or colour.
Use clear teaching language as you model: repeat, next, same rule, and the part that repeats.
Make the repeating unit explicit
A repeating pattern is built from a repeating unit. In the stripe pattern red, white, red, white, the repeating unit is red, white, which can be labelled AB. Patterns and Structure – Young Mathematicians
The teaching examples and pupil responses below are hypothetical. Adapt the materials and questions to the children you teach.
Make an AB movement pattern with clap, stamp, clap, stamp. Say, One whole unit is clap, stamp. Then ask children to copy it and show what comes next if the same unit keeps repeating.
Make an AAB movement pattern with clap, clap, stomp, clap, clap, stomp. If clap is A and stomp is B, one whole unit is clap, clap, stomp. Ask children to point to one whole unit before they continue the pattern.
Leave one whole unit visible while children copy or extend the rule.
For fix-it work, change one place in the pattern. Try clap, stamp, clap, clap and ask, Does the same unit still repeat? What would fix it?
These AB and AAB examples are teaching models for practice. This page does not set a fixed order for which pattern type should come first.
Keep repeating patterns different from ordering events
Teach repeating patterns and event order as different tasks. In a repeating-pattern task, children are looking for the part that repeats. In an event-ordering task, children are deciding what comes first, next, then and last.
Show a short morning-routine set such as hang bag, wash hands, sit for group time. Ask children to place the pictures in order and explain their choice. This is an ordering task because the events are being arranged in sequence, not repeated as a unit.
Use different prompt language for the two tasks. Ask What repeats? during pattern work, and ask What happened first, next, then and last? during event-ordering work.
If you want children to feel the difference between the tasks, keep the materials similar. For example, use action cards for a pattern lesson on one day and the same style of cards for an ordering lesson on another day.
Use movement, songs and no-material routines
Many stories, dances and chants follow a predictable pattern, and movement patterns such as clap, clap, stomp can help children build an understanding of pattern through movement. Patterns and Structure – Young Mathematicians
When you do not want extra materials, use body percussion, steps, voices or turn-taking actions. Keep the unit short enough to repeat several times.
Say tap, tap, hush, tap, tap, hush. Pause before the last sound and ask children to supply it. Then ask, What is the part that repeats?
You can also pause during a familiar chant or repeated song line and invite children to continue the same rule with you.
What to observe and note
Children may begin to understand that patterns are made up of repeating units, but it can take more time for them to consistently identify the repeating unit or create their own stable patterns. Patterns and Structure – Young Mathematicians
Look for small, visible actions during the activity. Can the child copy the visible rule, continue it without changing the unit, point to or say the repeating part, or notice when one item breaks the rule and show how to fix it?
For event-ordering work, watch for different behaviours. Can the child place familiar events in a sensible order and explain why one picture comes before or after another?
Write down the exact rule, the materials or actions used, the prompt you gave, and what the child actually did or said.
Rule clap, stamp. Prompt Show one whole unit. Response Child pointed to clap, stamp and continued clap, stamp correctly.
Adapt the task without changing the goal
If a task is hard, change one element at a time. You can shorten the unit, reduce the number of items shown, increase contrast between items, slow the pace, or let the child respond by pointing, moving objects or copying your action.
A simple support routine is to model one full example, complete one together, then leave one turn or one space for the child to complete.
Reuse the same language across the day so children hear repeat, next and same rule in more than one context.
For related follow-up ideas on this site, pair this work with Build Kids’ Math Skills Through Daily Routines and Fun Math Games for Kids That Build Number Skills Through Play.
This page focuses on practical teaching moves for repeating patterns and for ordering familiar events. It does not provide age bands, assessment cut-offs or individual support decisions.
Related resources
Build Kids’ Math Skills Through Daily Routines
Fun Math Games for Kids That Build Number Skills Through Play
