Loose Parts Patterns: Pattern Making Maths Activity for Reception

15 March 2026

Pattern making is foundational for early algebraic thinking. This zero-cost activity uses a treasure trove of recycled loose parts, encouraging children to physically build and vocalise repeating AB and ABC patterns across the classroom floor.

Materials Needed
  • Clean, recycled bottle tops of various colours
  • Scrap cardboard squares or fabric scraps
  • Bits of string, ribbon or yarn
  • A long strip of masking tape stuck to the floor

Step-by-Step Setup

1. Set the Tape Line

Stick a long piece of masking tape on the carpet. This provides a visual boundary, helping young children keep their patterns in a straight line so the sequence is easy to read.

2. Model the Core Pattern

Start an 'AB' pattern on the tape using two distinct items (e.g., bottle top, string, bottle top, string). Explain what you are doing aloud: "I am making a pattern that repeats."

3. Continue the Sequence

Ask a child: "What comes next?" Have them place the next few items. Once they grasp it, let them clear the tape and start designing their own original pattern rules.

4. Spot the Mistake

Once they are confident, play a trick! Ask them to close their eyes, then deliberately break the pattern rule. Have them open their eyes to be the 'pattern detective' and fix it.

5. Read the Pattern

Always finish by 'reading' the pattern aloud together, pointing to each item: "Red lid, blue square, red lid, blue square." This vocalisation locks in the concept of the repeating unit.

Classroom Adaptations

Large class?

Give each table group their own tape line and a mixed tray of loose parts to create a giant collaborative pattern.

Limited resources?

Use anything you have to hand! Pencils, crayons, rubbers, or even natural items from outside work perfectly.

Mixed ages?

Younger children can just sort the items by colour, while older children focus on the sequential order.

High ability?

Encourage them to move beyond AB patterns and try ABB (lid, string, string) or ABC sequences.

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