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AC9M3M04

Year 3 · MathsMeasurement✓ Verified AC v9

Official content description

describe the relationship between the hours and minutes on analog and digital clocks, and read the time to the nearest minute

In the classroom

What AC9M3M04 actually looks like when you teach it

Reading to the minute is the step where analog time gets genuinely hard, because it needs two different scales read off one dial. The numeral 4 means four o'clock for one hand and twenty minutes for the other, and that dual role has to be taught, not assumed. Count around the face in fives as a class until it's automatic, then add the individual minute marks. Pair analog with digital constantly — the descriptor asks for the relationship between them, and matching pairs of clocks is the clearest way to build it.

The common misconception

What the class will get wrong — and what to do about it

The error

Reading the minute hand as the numeral it points at rather than converting: the minute hand on the 4 read as "four minutes past" instead of twenty past.

How to confront it

Label a clock face with both sets of numbers — 1 to 12 inside, 5 to 60 outside — and leave it up. Remove the outer labels only once the class counts around in fives without hesitating.

Learning intention & success criteria

Ready to put on the board

We are learning to read analog and digital clocks to the nearest minute.

  • I can count around the clock face in fives.
  • I can read an analog time to the nearest minute.
  • I can match an analog time to the same time written digitally.
Try it tomorrow

Clock pairs

25 minutesSets of matching cards — analog faces and digital times
  1. Deal a set of twelve pairs face down to each group of four.
  2. Play as a memory game: turn two cards, keep them if the analog face and the digital time match.
  3. The rule that makes it a maths lesson: you must say the time aloud correctly to keep the pair.
  4. Circulate and listen for minute-hand misreads — that's your assessment data for the week.
  5. Finish by asking each group for the one pair they argued about most, and settle it as a class.

Free to use in your classroom. Written for AC9M3M04, not adapted from another year level.

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The Year 3 Maths planning scaffold

A one-page planning sheet with the official achievement standard, every content description grouped by strand, and space for your assessment and week-by-week sequence. Print it and plan on paper, or use it as the skeleton for a unit.

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Achievement standard

What Year 3 Maths students should achieve

Coverage is judged against the achievement standard — not by ticking every content description. These are the official Year 3 Maths standard sentences this code builds towards:

  • Students conduct guided statistical investigations involving categorical and discrete numerical data, and interpret their results in terms of the context.
  • They use mathematical modelling to solve practical problems involving single-digit multiplication and division, recalling multiplication facts for twos, threes, fours, fives and tens, and using a range of strategies.
  • They create algorithms to investigate numbers and explore simple patterns.
  • Students represent unit fractions and their multiples in different ways.
  • Students use familiar metric units when estimating, comparing and measuring the attributes of objects and events.
  • By the end of Year 3, students order and represent natural numbers beyond 10 000.
Where this sits

The Measurement progression either side of AC9M3M04

A class can only meet this descriptor if they were taught the one before it. If yours hasn't, that's where the lesson starts — not here.

Planned together

Other Year 3 Measurement codes

Content description and achievement standard © Australian Curriculum, Assessment and Reporting Authority (ACARA), Australian Curriculum Version 9, used under CC BY 4.0. TeachKoala is not affiliated with or endorsed by ACARA.