Finding and Describing Patterns Around Us
Students identify linear relationships, create tables of values, and describe patterns in linear sequences.
About This Topic
Finding and Describing Patterns Around Us helps Foundation students recognise, copy, and continue repeating patterns in everyday settings. They search for patterns in classroom objects like tiles or shelving, examine repeating designs on fabrics, and invent their own using sounds and movements, such as clap, stomp, clap, stomp. These experiences align with ACARA's Foundation mathematics content, fostering early skills in observation, description, and prediction.
Pattern work builds essential foundations for number and algebra strands. Students articulate repeating units verbally, like 'big, small, big, small,' and anticipate what comes next, which strengthens counting sequences and classification abilities. Connections extend to literacy through rhyming patterns and art via motif repetition, showing mathematics across disciplines.
Active learning shines here because patterns come alive through touch, sound, and motion. When students manipulate blocks, perform body rhythms in pairs, or hunt collaboratively, they grasp repetition intuitively. These methods engage kinesthetic learners, encourage peer talk, and turn abstract recognition into joyful discovery.
Key Questions
- Can you find a pattern somewhere in our classroom?
- What pattern can you see on this piece of fabric?
- Can you make a pattern with your hands and feet , like clap, stomp, clap, stomp?
Learning Objectives
- Identify the repeating unit in a given visual or auditory pattern.
- Copy a given repeating pattern using concrete materials.
- Continue a given repeating pattern for at least two more repetitions.
- Describe a simple repeating pattern using words, for example, 'red, blue, red, blue'.
Before You Start
Why: Students need to be able to group similar items to recognise the elements that form a repeating unit.
Why: Many early patterns are based on visual attributes like shape and colour, so familiarity is essential.
Key Vocabulary
| pattern | A repeating sequence of shapes, colours, sounds, or movements. |
| repeating unit | The smallest part of a pattern that repeats over and over again. |
| copy | To make something exactly the same as something else. |
| continue | To keep going or extend a pattern. |
Watch Out for These Misconceptions
Common MisconceptionAny random arrangement of objects is a pattern.
What to Teach Instead
True patterns have a consistent repeating unit that can be copied and predicted, like red-blue-red-blue. Pattern hunts and copying tasks with manipulatives help students test extensions, revealing why random groups fail the repeat rule.
Common MisconceptionPatterns only involve colors or shapes.
What to Teach Instead
Patterns appear in sounds, movements, sizes, and more. Multisensory activities like body percussion or block stacking show variety, as students describe and replicate non-visual sequences through peer demonstration.
Common MisconceptionOnce started, patterns never repeat the same way.
What to Teach Instead
Repeating patterns maintain the core unit steadily. Collaborative extending exercises clarify this, as groups predict and verify next terms aloud, building confidence in regularity.
Active Learning Ideas
See all activitiesPattern Hunt: Classroom Exploration
Divide the class into small groups and provide clipboards. Students locate three repeating patterns around the room, sketch them, and note the core unit like 'line, dot, line.' Regroup to share findings and extend one pattern together.
Body Patterns: Rhythm Chains
Model a pattern like clap, pat, stomp. In pairs, one leads by performing three repeats; the partner copies and adds one more element. Pairs perform for the whole class, with everyone predicting the next move.
Block Builds: Copy and Extend
Supply two-color blocks to tables. Students first copy a teacher-made pattern on a strip, then create their own ABAB sequence. Partners test each other's by continuing it twice more.
Fabric Finds: Textile Tales
Pass around fabric scraps with prints. Individually, students circle repeating units with crayons, then in small groups describe and extend the pattern using drawn shapes. Display and vote on favorites.
Real-World Connections
- Textile designers use repeating patterns to create fabrics for clothing and home decor. They might use a simple 'flower, leaf, flower, leaf' pattern for a dress.
- Architects and builders use repeating patterns in tiling floors or walls. A common pattern is alternating black and white square tiles.
Assessment Ideas
Show students a pattern strip with missing end pieces, such as 'circle, square, circle, square, ___, ___'. Ask them to draw or place the next two shapes to continue the pattern.
Present a collection of classroom objects (e.g., blocks, crayons, buttons). Ask: 'Can you find a pattern in these objects? Describe the pattern you see and tell me what comes next.'
Give each student a card with a simple pattern (e.g., clap, snap, clap, snap). Ask them to write or draw the next two actions in the sequence and then name the repeating unit.
Frequently Asked Questions
How do I introduce repeating patterns to Foundation students?
What are common pattern misconceptions in early years?
How can active learning help teach patterns?
How do patterns link to Australian Curriculum Foundation maths?
Planning templates for Mathematics
5E Model
The 5E Model structures lessons through five phases (Engage, Explore, Explain, Elaborate, and Evaluate), guiding students from curiosity to deep understanding through inquiry-based learning.
Unit PlannerMath Unit
Plan a multi-week math unit with conceptual coherence: from building number sense and procedural fluency to applying skills in context and developing mathematical reasoning across a connected sequence of lessons.
RubricMath Rubric
Build a math rubric that assesses problem-solving, mathematical reasoning, and communication alongside procedural accuracy, giving students feedback on how they think, not just whether they got the right answer.
More in Copying and Continuing Repeating Patterns
Order of Operations (BODMAS/PEMDAS)
Students apply the order of operations (BODMAS/PEMDAS) to evaluate numerical expressions involving multiple operations.
2 methodologies
Creating Our Own Repeating Patterns
Students understand variables, terms, and coefficients, and write simple algebraic expressions from word descriptions.
2 methodologies
Identifying the Pattern Unit
Students combine like terms to simplify algebraic expressions, applying the commutative and associative properties.
2 methodologies
Patterns with Shapes, Colours, and Sizes
Students solve linear equations involving one variable using inverse operations.
2 methodologies
Sorting and Classifying Objects
Students solve linear equations involving two operations, applying the order of inverse operations correctly.
2 methodologies
Sorting by More Than One Attribute
Students understand and graph simple linear inequalities, using appropriate symbols and notation.
2 methodologies