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Day 16 · Fractions on one whole · AC9M6N03 · AC9HS6S05Year 6 Inquiry · T1 W3–4 · Day 16 lesson

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Year 6 / Integrated / Term 1 / Weeks 03 04

Part of the full two-week lesson sequence. Check the pack guide and taught point before teaching.

Open for this lesson: Pack guide · Fresh learner checks · Aids and text routes.

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Teacher copy: This page may include teaching prompts or answer keys. Answer keys in this public library can be viewed by anyone. Give learners a clean prompt, use checks as formative evidence, and change a case locally when prior access matters.

Learner prompts

Question: What share of the same 24 signs does each statement describe? Kit: B and fraction line. 35 = 3 + 7 + 12 + 8 + 5.

  1. 0–3: Hold one bar labelled all 24 tried. A fraction comparison needs that same whole.
  2. 3–10: Model 6/24 = 1/4, 12/24 = 1/2, 18/24 = 3/4 on a 0-to-1 line. Then add 8/24 = 1/3 only as a hypothetical allocation for a later retest, not B's observed outcome. Explain equivalent parts by partitioning 24, not by changing the whole.
  3. 10–22: Children place 1/4, 1/3, 1/2, 3/4 on the same blank line; justify 1/4 < 1/3 < 1/2 < 3/4. Label each source fact or hypothetical. A learner may use 24 counters to show 6, 8, 12 and 18.
  4. 22–30: Consider the claim “three quarters stood, so every design should be used.” Reject that leap: 3/4 describes closing status including adjusted signs, not repeated durability or permission. Routes: 24 counters in equal groups; tactile 0–1 line with raised quarter/third/half markers; written/signed/AAC justification and a same-whole labelled diagram.
  5. 30–35: “Does 18/24 mean 18/18? Why not?” Key: no, 24 tried is the whole; 18 is a part. Response move: if 1/3 is placed at 1/4, divide the same bar into 12 equal units and locate 3/12 versus 4/12.

Another domain: Use 24 fictional exhibit labels, recipes cards or game prompts without changing the fractions. Home: mark halves, thirds and quarters on a single 0–1 line.