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New draft syllabuses will be available for consultation from 24 February 2025 to 7 April 2025, as part of the NSW Curriculum Reform.

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NSW Curriculum
NSW Education Standards Authority

K–10Mathematics K–10 Syllabus

Record of changes
Implementation for K–2 from 2023 and 3–10 from 2024
Expand for detailed implementation advice

Content

Early Stage 1

Two-dimensional spatial structure
  • MAO-WM-01

    develops understanding and fluency in mathematics through exploring and connecting mathematical concepts, choosing and applying mathematical techniques to solve problems, and communicating their thinking and reasoning coherently and clearly

  • MAE-2DS-01

    sorts, describes, names and makes two-dimensional shapes, including triangles, circles, squares and rectangles

  • MAE-2DS-02

    describes and compares areas of similar shapes

Two-dimensional spatial structure
2D shapes: Sort, describe and name familiar shapes
  • Identify familiar shapes in a range of contexts

  • Sort shapes according to features such as size and shape

  • Recognise and explain how a group of shapes has been sorted (Reasons about spatial relations)

  • Describe shapes, including circles, squares, triangles and rectangles

  • Ask and respond to questions that help identify and name a particular shape

  • Distinguish examples of triangles from non-examples

2D shapes: Represent shapes
  • Manipulate circles, squares, triangles and rectangles, and describe their features

  • Turn shapes to fit into or match a given space (Reasons about spatial relations)

  • Make representations of shapes in a variety of ways, using paint, paper, movements or technology

  • Make pictures and designs using a selection of shapes

  • Make two-dimensional shapes by tracing around the faces of three-dimensional objects

  • Identify and draw lines and curves

Area: Identify and compare area
  • Make closed shapes and identify the attribute of area as the measure of the amount of surface

  • Use comparative language to describe areas

  • Predict which of two surfaces will have the larger area and justify the answer (Reasons about spatial relations)

  • Compare areas of two similar shapes directly by drawing, tracing, or cutting and pasting