Free Area And Perimeter Poster | Year 5 Greater Depth | BookFlik

Free Area And Perimeter Poster | Year 5 Greater Depth | BookFlik worksheet preview — Maths Area And Perimeter
Preview of the maths poster — click “Download” to get the full PDF

About this poster

  • Subject: Maths
  • Topic: Area And Perimeter
  • Year group: Year 5
  • Difficulty: Greater Depth

Boost your classroom displays with our vibrant, educational resource designed to stretch your most capable learners. Our new Maths area and perimeter poster year 5 greater depth is the perfect tool for helping pupils master the nuances of 2D shapes. Aligned with the UK National Curriculum, this poster moves beyond basic counting squares, challenging students to calculate the perimeter of composite shapes and investigate the relationship between area and perimeter.

Max the monkey is featured on the poster, guiding children through complex problem-solving scenarios. By visualising how to partition compound rectilinear shapes, students will gain the confidence to tackle advanced reasoning tasks. The resource covers essential Year 5 objectives, including calculating the area of irregular shapes and understanding how different dimensions can yield the same area but varying perimeters.

Teachers can use this Maths area and perimeter poster year 5 greater depth as a focal point for small-group guided practice or as a reference guide for independent investigations. It is specifically crafted for gifted and talented learners who require more than just standard procedural fluency. The inclusion of high-level vocabulary and challenging extension tasks ensures that high-attaining students remain engaged and curious.

To extend learning, we have included 8 thought-provoking questions on the reverse:

1. Explain why two shapes with the same area might have different perimeters.

2. What might happen to the perimeter of a rectangle if you double its length but keep the width the same?

3. Justify your answer: Can a shape with a larger area always have a larger perimeter?

4. Compare and contrast the methods used to calculate the area of a square versus an L-shaped polygon.

5. If you have a perimeter of 24cm, what is the maximum area you can create using whole numbers?

6. Create your own composite shape with an area of 40cm squared.

7. Prove that a square is the most efficient shape for a fixed perimeter.

8. Design a floor plan for a garden using specific area constraints.

Download this Maths area and perimeter poster year 5 greater depth today to inspire mathematical excellence.

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