Fraction Fun

Overview

Today students will explore simple fractions as equal parts of a whole using hands-on materials. They will connect what they see (sharing and measuring parts) with simple fraction words like halves and quarters, then represent these with drawings.

Learning intentions

WALT:

• recognise that fractions describe equal parts of a whole
• identify and name halves and quarters in familiar contexts
• partition a shape or set into equal parts and explain how they know
• represent halves and quarters using pictures (and simple symbols if ready)

Success criteria

I can …

• show what a half or quarter looks like by dividing a whole into equal parts
• use fraction language correctly (half, quarters) when I point to parts
• explain why my parts are equal (no guessing—using a check)
• draw a fraction model that matches my hands-on work

Curriculum links

• Number and Algebra: Fractions as part of whole relationships (with simple unit fractions such as halves and quarters)
• Developing mathematical thinking: using models to support understanding and reasoning about equal parts
• Communication: describing fraction ideas using correct language and pointing to evidence
• Problem solving: partitioning wholes into equal shares and checking results

Lesson structure (20 minutes)

1. 0–3 min · Hook (shared whole). Teacher holds up a paper rectangle “whole” and asks, “If we share this equally between two people, what do we call each share?” Students respond with turn-and-talk and brief whole-class sharing.

2. 3–7 min · Quick modelling (teacher demo). Teacher demonstrates folding/splitting the rectangle into 2 equal parts, labels them “halves,” then folds into 4 equal parts, labels “quarters,” using the language “equal parts” and “same size.” Students mirror with their own cardstock or mini-whiteboards, making two quick checks: “Are the parts the same size?”

3. 7–15 min · Hands-on stations (equal parts). Students rotate through 2 short task types (teacher may choose pairs to keep noise manageable):

• Task A (shapes): Students choose a shape card and partition it into 2 or 4 equal parts using paper strips or folding guides, then colour one part and say the fraction aloud.
• Task B (sets): Students use counters to model a “whole” (e.g., 8 counters). They share into 2 equal groups or 4 equal groups, then identify the fraction represented by one group. Teacher circulates with prompts: “What is your whole?” “How do you know the parts are equal?” “How many equal parts make one whole?”

4. 15–18 min · Share and compare (math talk). Teacher selects 3–4 students to show their work. Students explain: what their whole was, how they made the equal parts, and the fraction name. Class gives one supportive question or “I noticed…” comment.

5. 18–20 min · Exit ticket (quick check). Students complete a worksheet page or mini-card:

• Draw and label one half of a circle.
• Draw and label one quarter of a rectangle split into 4 equal parts. Teacher collects as students finish.

Resources

• paper rectangles/circles, shape cards (for halves and quarters)
• counters or small objects (e.g., 8–12 counters per student/pair)
• folding strips or pre-scored “folding guides” (for quarters)
• colouring pencils or crayons
• exit ticket worksheet or mini-cards
• teacher visual: large paper rectangle for modelling
• classroom chart paper with fraction words: half, quarters (and “equal parts” wording)

Assessment

• During stations: observe whether students partition into equal parts and can justify with “same size / same number in each group.”
• During share time: listen for correct fraction language and evidence-based explanations (pointing to equal parts).
• Exit ticket: check drawings match equal partitioning and correct labels (“half” or “quarter/quarters” as appropriate).

Differentiation

• Support:
• Sentence starters on the board: “My whole is…”, “I know they are equal because…”, “One half is… / One quarter is…”
• Provide folding guides or pre-cut templates for quarters.
• Use smaller wholes first (e.g., 4 counters for quarters) before 8.
• Extension (for fast finishers):
• Ask them to model “two quarters” as a fraction of the whole using counters/shapes, then explain what that equals as a whole or as halves.
• EAL/SEN:
• Encourage pointing as well as speaking; accept first-language descriptions initially, then prompt the fraction word.
• Keep tasks concrete (shape + counters) and limit fraction symbols if not yet ready.

Extension (optional)

• N/A (not requested)