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Weekly Numeracy Planner Overview

Year Group: Primary 5
Curriculum: Northern Ireland Curriculum – Mathematics and Numeracy
Units: Busy Ants 4A Units 2 & 3
Duration: 3 weeks, 4 lessons/week, 60 minutes/lesson
Class Size: 30 students
Focus: Equivalent and non-unit fractions, translation, plotting on coordinate grids
Approach: Hands-on, active learning with manipulatives, visual aids, problem-solving, games, scaffolding, and differentiation
Cross-curricular skills: Using Mathematics: Number, Measures and Shape (Levels 3 and 4 strands)

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Week 1: Equivalent and Non-Unit Fractions

Curriculum Links

• Learning Area: Number and Algebra
• Strand: Fractions, decimals and percentages
• Level: Level 3 (P5)
• Learning Outcomes:
  • Recognise, represent, and order fractions, including equivalent fractions.
  • Understand unit and non-unit fractions and demonstrate knowledge by comparing and simplifying fractions.
  • Use visual fraction models, number lines, and manipulatives to compare, add and subtract fractions.

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Lesson 1: Introduction to Equivalent Fractions

WALT: Understand and identify equivalent fractions.
Success Criteria:

• I can use fraction strips to find fraction pairs that are equal.
• I can explain why two fractions are equivalent using models.
• I can write equivalent fractions in simplest form.

Active Learning Strategies:

• Use fraction strips to explore equivalence actively in pairs and small groups.
• Interactive whiteboard demonstration for visual representation.
• Hands-on matching game with fraction cards to pair equivalent fractions.

Differentiation:

• Support: Use physical fraction circles for tactile learners to build fractions.
• Challenge: Introduce improper fractions and mixed numbers for comparison.

Extension:

• Create and explain equivalent fractions with denominators up to 20.
• Investigate fractions equivalent to ½, ⅓ and ¼ on number lines.

Practice Questions:

• Find two fractions equivalent to ⅔.
• Are 4/6 and 2/3 equivalent? Explain your answer.
• Represent 3/4 and an equivalent fraction on a number line.

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Lesson 2: Non-Unit Fractions and Comparing Fractions

WALT: Compare and order non-unit fractions using visual models.
Success Criteria:

• I can identify non-unit fractions.
• I can compare fractions with different numerators and denominators using fraction strips and number lines.
• I can order a set of fractions from smallest to largest accurately.

Active Learning Strategies:

• Group card-sort activity ordering non-unit fractions.
• Use number lines and fraction strips to compare fractions visually.
• Introduce the concept of least common denominators via practical fraction puzzles.

Differentiation:

• Support: Use visual aids with denominators no larger than 10.
• Challenge: Compare fractions with different denominators using least common multiples.

Extension:

• Create problem-solving sequences involving addition or subtraction of non-unit fractions.

Practice Questions:

• Order from smallest to largest: 3/5, 2/3, 5/6
• Use fraction strips to find which is larger: 4/7 or 3/5?

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Lesson 3: Adding and Subtracting Fractions with Same Denominators

WALT: Add and subtract fractions with the same denominator.
Success Criteria:

• I can add fractions with the same denominator using fraction strips and diagrams.
• I can subtract fractions with the same denominator accurately.
• I can solve word problems involving addition and subtraction of fractions.

Active Learning Strategies:

• Hands-on adding/subtracting fraction strips in pairs.
• Solve real-life fraction problems on whiteboards in small groups.
• Game: Fraction Race (Board game format) where students add or subtract fractions to move forward.

Differentiation:

• Support: Concrete manipulatives for visualising addition/subtraction.
• Challenge: Introduce addition and subtraction of mixed numbers linked to real-life contexts.

Extension:

• Investigate adding fractions with different denominators using visual strategies.

Practice Questions:

• 5/8 + 2/8 = ?
• 7/10 - 3/10 = ?
• Mia ate 3/8 of a pizza and her brother ate 1/8 more. How much did they eat altogether?

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Lesson 4: Consolidation and Problem-Solving

WALT: Apply understanding of equivalent and non-unit fractions to solve problems.
Success Criteria:

• I can solve word problems involving equivalent fractions.
• I can compare and order fractions to help solve problems.
• I can explain my reasoning clearly to a peer.

Active Learning Strategies:

• Group problem-solving challenges using worked examples and manipulatives.
• Peer-teaching activities to explain fraction concepts.
• Create Fraction Posters: Represent equivalent fractions creatively with drawings and explanations.

Differentiation:

• Support: Provide structured problem-solving frames.
• Challenge: Multi-step problems involving fractions in unfamiliar contexts.

Extension:

• Design your own fraction story problem and solve it.
• Explore real life uses of fractions (e.g., cooking, shopping).

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Week 2: Translation and Plotting on Coordinates

Curriculum Links

• Learning Area: Shape and Space
• Strand: Position and Movement
• Level: Level 3 (P5)
• Learning Outcomes:
  • Describe translations on a coordinate grid.
  • Plot points in the first quadrant and understand ordered pairs (x, y).
  • Recognise and describe movements in terms of units left/right and up/down.
  • Solve problems involving plotting and translation of shapes.

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Lesson 1: Introduction to Coordinates and Plotting Points

WALT: Understand and plot points in the first quadrant using coordinates.
Success Criteria:

• I can explain what coordinates mean (x, y) and identify the x- and y-axis.
• I can locate and plot points correctly on a 5x5 grid.
• I can read coordinates from a grid accurately.

Active Learning Strategies:

• Use large floor grids and have students physically stand on points.
• Use interactive boards to plot points interactively.
• Small group partner quizzes: “Plot the point” and “Guess my coordinate”.

Differentiation:

• Support: Use smaller grids (3x3) for initial practice.
• Challenge: Plot points in a 10x10 grid and create coordinates from pictures.

Extension:

• Plot points that form a shape and describe its coordinates.
• Explore plotting in four quadrants (introductory level).

Practice Questions:

• Plot (2, 3), (4, 1), (1, 5) on a grid.
• What is the coordinate of the point at 1 square right and 4 squares up?

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Lesson 2: Understanding Translation on Grids

WALT: Describe and perform translations on coordinate grids.
Success Criteria:

• I can explain that translation moves a shape a certain number of squares left/right and up/down.
• I can show translations using arrow cards and grid work.
• I can describe movements using correct mathematical language.

Active Learning Strategies:

• Use paper shapes and arrow cards to translate shapes on a classroom grid board.
• Partner activity: “Give Directions” (student A moves shape, student B describes motion).
• Use colour-coded sticky notes on personal mini-grids for individual translation practice.

Differentiation:

• Support: Translate small 1-2 square movements.
• Challenge: Translate shapes with combined moves (e.g., 3 right, 2 down).

Extension:

• Discover rules for translating coordinates algebraically (e.g., (x, y) → (x+3, y-2)).

Practice Questions:

• Translate a triangle 2 right and 1 up. What are the new coordinates?
• Move a rectangle 3 left and 2 down. Where does it end?

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Lesson 3: Plotting and Translating Shapes – Problem-Solving

WALT: Apply plotting and translation skills to solve problems.
Success Criteria:

• I can correctly plot shapes using coordinates.
• I can translate shapes and predict their new position.
• I can solve word problems involving translation and plotting.

Active Learning Strategies:

• Puzzle challenge: Given coordinates plot shapes and translate based on instructions.
• Use whiteboards for quick plotting and translation demonstrations.
• Group work: Create and solve coordinate grid riddles involving translations.

Differentiation:

• Support: Use printed coordinate grids with shapes pre-plotted.
• Challenge: Create compound translations and reverse translations.

Extension:

• Create your own shape, plot it, and translate it. Present to the class.

Practice Questions:

• Plot the points (1,1), (3,1), (3,3), (1,3). Translate the shape 2 right and 2 up.
• A shape is translated 4 left and 1 down. What are the new coordinates of (6, 5)?

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Lesson 4: Consolidation and Active Games

WALT: Consolidate coordinate plotting and translation through games and group challenges.
Success Criteria:

• I can confidently plot points and translate shapes in a game format.
• I can communicate instructions and solutions clearly.
• I can work with my peers to solve problems mathematically.

Active Learning Strategies:

• “Coordinate Battleships”: Students plot ships and guess opponent points on grids.
• Team relay race for plotting and translating shapes on classroom grid.
• Create a “Coordinate Art” challenge by plotting and colouring shapes after translation.

Differentiation:

• Support: Simplify grids and instruction cards.
• Challenge: Encourage use of positive and negative coordinates (introductory level).

Extension:

• Invent your own coordinate game focusing on translations and plotting.

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Week 3: Integration and Assessment Week

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Weekly Review Activities and Assessment

• Use a combination of practical tasks, games and individual worksheets completed in class.
• Peer self-assessment using success criteria checklists.
• Teacher observations for progress on skills.
• Classroom quiz to test knowledge on equivalent fractions, non-unit fractions, and plotting/translations.

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Differentiated Worksheet Sets (for Weeks 1, 2 and 3)

Worksheet Set 1: Fractions

• Emerging: Identify and colour equivalent fractions with scaffolded hints, simple comparisons with visual fraction models.
• Expected: Identify equivalent fractions, compare and order non-unit fractions, simple addition/subtraction with same denominator.
• Extended: Find equivalent fractions with larger denominators, add and subtract mixed numbers, solve multi-step word problems.

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Worksheet Set 2: Coordinates and Translation

• Emerging: Plot points on 3x3 grids, match coordinate pairs, translate shapes with 1-step moves.
• Expected: Plot points on 5x5 grids, describe and perform translations with 1-3 steps, basic shape plotting.
• Extended: Plot points on 10x10 grids, apply combined translations, create own shape and describe translations in coordinates.

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Worksheet Set 3: Mixed Practice and Problem Solving

• Emerging: Identify shapes, colours and simple fraction problems from visual cues.
• Expected: Solve word problems integrating fractions and coordinates, translate shapes and check coordinates correctly.
• Extended: Multi-step puzzles including fraction addition/subtraction and coordinate plotting with descriptions.

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Additional Notes for Teachers

• Visual Aids: Use large fraction walls, number lines, and laminated coordinate grids for repeated use.
• Manipulatives: Fraction strips, counters, coloured paper shapes, arrow cards for translation.
• Scaffolding: Step-by-step guidance, sentence starters for explaining reasoning, use of prompts/questions.
• Assessment: Formative through observation, questioning, and checklists; Summative through weekly quizzes and worksheets.
• Inclusive Learning: Small group support, peer mentoring, use of ICT for interactive activities for all learners including EAL and SEN.
• Extension: Encourage reasoning and explanation, related real-life problems, early algebraic thinking with translations.

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This detailed plan ensures that all learning objectives are aligned with the Northern Ireland Curriculum, promotes active and hands-on learning consistent with your teaching style, and includes scaffolded differentiation and extension activities for a class of diverse learners. The use of games and manipulatives will keep students motivated and engaged throughout.