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Fraction Farm Missions

Maths • Year 2 • 60 • 22 students • Created with AI following Aligned with New Zealand Curriculum

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Maths
Year 2
60
22 students
8 August 2026

Teaching Instructions

This is lesson 9 of 10 in the unit "Fraction Detectives in Action". Lesson Title: How Many in Each Field? Lesson Description: WALT: We are learning to find a unit fraction of a whole number by making equal groups. Success criteria: I can find 1/2, 1/3, or 1/4 of a number, connect finding a fraction to division, and explain my answer using groups or an equation. Small groups solve “farm order” missions with counters, arrays, egg cartons, and seed packets, such as finding 1/4 of 20 eggs or 1/3 of 15 seedlings, moving to the answer station only after explaining their grouping; support includes divisible numbers, concrete equipment, visual arrays, short audio-supported instructions, and oral demonstration, while advanced learners solve the same problem using division, repeated addition, and a diagram and explain why the methods agree.

Overview

Lesson 9 of 10 in Fraction Detectives in Action. Students find one-half, one-third and one-quarter of whole numbers by making equal groups, then connect their models to division and explain their thinking. Plan for 22 students working in six small groups; the same structure suits a class of 18 by using five groups.

Learning intentions

  • WALT find one-half, one-third or one-quarter of a whole number.
  • WALT make equal groups to represent a unit fraction.
  • WALT connect finding a fraction with division.
  • WALT explain our answer using equipment, a diagram, repeated addition or an equation.

Success criteria

  • I can find one-half, one-third or one-quarter of a number.
  • I can make the correct number of equal groups.
  • I can write a matching division equation, such as 20 ÷ 4 = 5.
  • I can explain why my model and answer are correct.

Curriculum links

  • Number: use equal sharing and grouping to solve problems involving fractions of whole numbers.
  • Number: represent mathematical thinking with materials, drawings, repeated addition and equations.
  • Reasoning and communicating: explain, justify and compare different strategies.
  • Mathematics and statistics practices: use representations, notice patterns, and check whether an answer makes sense.

Lesson structure (60 minutes)

  1. 0–7 minutes – Hook and recall

Open with the farm order hook and learning intention slides. Display a farm order such as: “There are 12 eggs. One-quarter must go in each field. How many eggs go in one field?” Invite students to estimate, then briefly revisit the meaning of one-half, one-third and one-quarter using gestures or quick drawings.

  1. 7–17 minutes – Teacher modelling

Model one-quarter of 20 using 20 counters. Share the counters equally into four groups, saying, “One-quarter means one of four equal groups.” Record the matching ideas: 20 ÷ 4 = 5, 5 + 5 + 5 + 5 = 20, and a labelled grouping diagram. Repeat briefly with one-third of 15. Use the worked examples and equal-groups visual and ask: “What tells us the groups are fair?” and “How can we check the answer?”

  1. 17–22 minutes – Mission briefing

Explain that groups are farm detectives. Each group receives counters, an egg carton or array mat, and seed-packet materials. Distribute the farm order recording sheet. Students must build or draw the equal groups, write an equation, and explain their answer to an adult or peer before moving to the answer station. Model respectful turn-taking and assign roles: reader, builder, recorder and explainer.

  1. 22–45 minutes – Small-group farm missions

Groups solve differentiated missions, for example:

  • Find one-half of 14 eggs.
  • Find one-quarter of 20 eggs.
  • Find one-third of 15 seedlings.
  • Find one-half of 18 potatoes.
  • Find one-quarter of 16 seed packets.

Students use counters, arrays, cartons and drawings before recording on the farm order recording sheet. At the answer station, a student must explain the grouping or equation before checking the answer. Circulate and ask: “How many groups did you make?”, “How do you know they are equal?”, and “What division equation matches?”

  1. 45–53 minutes – Compare strategies

Bring the class together. Select one accessible example, such as one-third of 15, and invite groups to show it with counters, repeated addition, a diagram and division. Use the strategy comparison and discussion slides to record how all methods show the same equal groups. Ask students to identify which method helped them most and why.

  1. 53–60 minutes – Exit explanation and preview

Students complete the final question on the farm order recording sheet: “Find one-quarter of 12. Show groups and write an equation.” Pair-share explanations, then collect the sheets. Use the plenary and next-lesson preview to revisit the WALT and ask students to show thumbs up, sideways or down for each success criterion. Preview the final unit lesson, where students will create and solve their own fraction mission.

Resources

  • the complete farm fraction lesson deck
  • the farm order recording sheet
  • Counters, cubes or small farm-themed objects
  • Egg cartons or drawn four-section trays
  • Array mats or squared paper
  • Seed packets, envelopes or small paper bags
  • Pencils, crayons and whiteboards
  • Six labelled answer stations
  • Optional audio recording of mission instructions
  • Visual word cards: whole, equal groups, one-half, one-third, one-quarter, divide

Assessment

  • Observe whether students make the correct number of equal groups and select the correct divisor.
  • Listen for explanations connecting the fraction to division, such as “one-quarter of 20 is 20 divided into four equal groups”.
  • Check the worksheet for a correct model, equation and explanation. Use errors to plan the final lesson’s revision groups.

Differentiation

  • Support: begin with divisible numbers and concrete materials; provide pre-drawn arrays, colour-coded group spaces and a sentence frame: “I made ___ equal groups. One group has ___.”
  • Support for dyslexia and EAL learners: read missions aloud, offer short audio-supported instructions, use clear sans-serif print, large spacing, uncluttered layouts and oral demonstration instead of requiring extensive reading.
  • Extension: solve the same mission using division, repeated addition and a labelled diagram; explain why all three methods agree. Ask students to create a new farm order with a known answer.
  • Additional challenge: compare two missions, such as one-half of 18 and one-third of 18, and explain why the answers differ.

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