Why do some Content Descriptions appear under different strands?
The Victorian Curriculum and the Australian Curriculum acknowledge that mathematical concepts are interconnected, and as such, content descriptions are often grouped by topic rather than strictly by strand.
This approach is intentional and is designed to reflect the natural relationships between different areas of mathematics, facilitating a more integrated understanding for students.
In this article
Victorian Curriculum
The Victorian Curriculum F–10 Mathematics is organised into six interrelated strands: Number, Algebra, Measurement, Space, Statistics, and Probability. The curriculum documentation explicitly states that these strands are interconnected:
"Natural connections exist between the content of these strands; for example, Number and Algebra build on an understanding of number systems and the properties of operations to describe relationships and formulate generalisations." (Source here)
This means that while a content description might be formally listed under one strand, it may conceptually relate to another, and educators are encouraged to teach these concepts in an integrated manner.
Australian Curriculum
Similarly, the Australian Curriculum is structured around six interrelated strands: Number, Algebra, Measurement, Space, Statistics, and Probability. The curriculum emphasises the importance of recognising and utilising the connections between these strands:
"It is important that students develop the capability to identify and use the many connections that exist within and across the strands of Mathematics." (Source here)
This integrated approach supports the development of a more cohesive understanding of mathematical concepts, reflecting how these concepts are applied in real-world contexts.
For example: Rotation is one of the three key shape transformations, alongside Translation and Reflection. While these are conceptually part of Shape and Space, Rotation also connects closely with Angles, which belong to the Measurement strand.
In practice
In the Victorian Curriculum, Rotation appears in both the Space and Measurement strands, depending on the content emphasis:
- Under Space, Rotation is about repositioning shapes in a plane.
- Under Measurement, Rotation relates to measuring the degree of turn, linking it to angles.
At Essential Assessment, we don’t assess Angles as a standalone topic in primary levels, as there are too few content descriptions to justify a full assessment. Instead, Rotation and related angle concepts are embedded within the 2D Space topic.
From Level 7 onwards, the curriculum strands begin to converge. Essential Assessment reflects this by offering a Geometry assessment, where content from Space and Measurement is combined, aligning with the way concepts are taught and understood at this level.
VC 2.0 |
AC V9 |
Parent Strand |
Located in Topic | Other Mapped Strands |
VC2M2M02 | AC9M2M02 |
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VC2M1A01 VC2M8A03 VC2M8M07 VC2M9A06 VC2M9M05 VC2M10A15 |
AC9M3M06 AC9M8A03 AC9M8M07 AC9M9A05 AC9M9M05 AC9M10A04 |
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VC2M7A04 VC2M7M06 VC2M8M05 VC2M8M07 VC2M9M03 VC2M9M05 VC2M9SP02 VC2M10M04 |
AC9M7A04 AC9M7NM06 AC9M8M05 AC9M8M07 AC9M9M03 AC9M9M05 AC9M9SP02 AC9M10M05 |
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VC2M3N09 VC2M4N010 VC2M5N10 |
AC9M3N07 AC9M4N09 AC9M5N10 |
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VC2M7N01 VC2M7N02 VC2M8N02 VC2M10M02 |
AC9M7N01 AC9M7N02 AC9M8N02 AC9M10M02 |
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VC2M2M05 VC2M3M05 VC2M4M04 VC2M5M04 VC2M6M04 |
AC9M2M05 AC9M4M04 AC9M5M04 AC9M6M04 |
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