
Maths • 60 • 20 students • Created with AI following Aligned with New Zealand Curriculum
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This is lesson 7 of 10 in the unit "Sharing Halves and Quarters". Lesson Title: Tuesday 2: Quarters of Collections Lesson Description: 60 minutes. WALT: We Are Learning To find one-quarter of a collection. Share groups of up to 20 equally among four people using one-to-one distribution, then record the number in one quarter. Success criteria: I can make four equal groups; I can find one-quarter of a collection; I can explain that one quarter is one of four equal groups. Differentiation: Start with collections of 4, 8 and 12, use counters and four labelled hoops, and provide a distribution mat; support learners with guided counting. Extension: Solve quarter-of problems to 20 and identify collections that cannot be shared equally into four groups. Dyslexia-friendly options: Use concrete-first teaching, read questions aloud, display numerals with quantities and allow oral explanations.
In this seventh lesson of “Sharing Halves and Quarters”, students build on sharing collections into two equal groups. They use one-to-one distribution to share collections of up to 20 among four people, recognise one group as one-quarter, and record the result using pictures and numerals.
0–5 min · Welcome and connect. Display the opening question slide: “Four friends share 8 strawberries fairly. How many does each friend get?” Students turn and talk, then recall that sharing into two equal groups creates halves. Invite a few students to demonstrate with fingers or counters.
5–15 min · Model one-quarter. Use 12 counters and four labelled hoops or spaces. Explain that each hoop represents one person. Distribute one counter at a time, moving around the four groups until all counters are used. Ask, “Are the groups equal? How do we know?” Record: 12 shared into 4 equal groups gives 3 in each group; one-quarter of 12 is 3. Use the modelling slides to show the collection, four equal groups and the matching numeral sentence. Emphasise that one quarter means one of four equal groups, not simply any group of objects.
15–30 min · Guided practical sharing. Organise students in five groups of four. Give each group counters, four labelled hoops and a distribution mat. Open the practical activity instruction slide and work through collections of 4, 8 and 12 together before students try them. Students share one counter at a time to each hoop, check that the groups match, and say the sentence: “One-quarter of ___ is ___.” Circulate and support counting, touching each object once and matching one person to one group.
30–43 min · Independent recording. Distribute the one-quarter recording worksheet. Students solve picture-supported questions by making or drawing four equal groups, circling one group, and recording how many are in one quarter. Read each question aloud and keep the concrete materials available. Pause after the first example to check that students understand the difference between the whole collection and one quarter of it.
43–53 min · Reasoning challenge. Show collections such as 5, 10, 14, 16 and 20 using the reasoning and challenge slides. Students decide whether each collection can be shared equally among four people. For collections that can be shared, they find one-quarter; for collections that cannot, they explain what is left over. Accept oral, drawn or acted explanations. Ask, “What do you notice about collections that can be shared equally into four groups?”
53–60 min · Share and exit check. Revisit the final reflection slide. Invite students to complete the sentence, “One quarter is…” and share a strategy. Give each student a quick oral or drawn exit prompt: “Show one-quarter of 8. How many are in one group?” Collect responses and note who can make equal groups, identify one group and explain the meaning of quarter.
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