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ACARA AC9M8M04, Duration and time zones

Year 8 · Measurement

Solve duration problems, including using 12- and 24-hour time across different time zones.

Below are free printable maths worksheets that support AC9M8M04. Print them as PDFs, or generate a fresh one. Every maths answer key is computed in code, so it is never wrong.

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Deliver a whole lesson on AC9M8M04 from a textbook-grade teaching unit, with a hook, worked examples, diagrams, misconceptions, and an exit ticket.

Teaching guide

What students learn

Solve duration problems, including using 12- and 24-hour time across different time zones.

Worked example
A point is at (2, -1, -2) in 3D space. It moves by (2, 1, 2). Find its new position.
Answer: (4, 0, 0)
Why: (2+2, -1+1, -2+2) = (4, 0, 0)

Generated and checked in code, so it is correct.

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More Year 8 Measurement codes: AC9M8M01 · AC9M8M02 · AC9M8M03 · AC9M8M05 · AC9M8M06 · AC9M8M07
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Australian Curriculum content descriptions (c) ACARA, used under CC BY 4.0. Descriptions are paraphrased. See australiancurriculum.edu.au.