AC9M2M01_E1
Choose suitable informal units for measuring length, using longer units for long objects and shorter units when greater accuracy is needed.
Chapter 10 • AC9M2M01
Develop Year 2 measurement skills by comparing length, capacity and mass using uniform informal units. This parent-friendly guide explains how children choose suitable units, measure accurately and justify their results before completing the printable activities aligned with Australian Curriculum code AC9M2M01.
In this unit, children measure and compare objects according to three important attributes:
Children use uniform informal units rather than standard units such as centimetres, litres and kilograms.
Informal units may include:
The units must be the same size or mass so that measurements can be compared fairly.
Children also explore why smaller units may provide more accurate measurements and why smaller units usually produce a larger numerical result.
These activities support Australian Curriculum Version 9.0 content descriptor AC9M2M01 and its associated elaborations.
Measure and compare objects based on length, capacity and mass using appropriate uniform informal units and smaller units for accuracy when necessary.
Choose suitable informal units for measuring length, using longer units for long objects and shorter units when greater accuracy is needed.
Compare the capacity of containers using sand, spoons or cups, record results and explain why smaller units may improve accuracy.
Use balance scales and equal-mass informal units to compare objects, identify which is heavier and determine how much heavier it is.
Explain why the same informal unit must be used when measuring and how unit size affects the number of units recorded.
Investigate First Nations Australians’ use of body parts, including hands, as uniform informal units when measuring and manufacturing objects such as nets.
Investigate and compare the length, width and depth of animal tracks and consider how these measurements may support understanding of animal behaviour.
A measurement result is meaningful only when the same unit is repeated consistently from the starting point to the end.
For example, if one child measures a table with short paper clips and another uses long craft sticks, their numerical results will be different even though the table has not changed.
Children should understand that:
Children will learn to:
I can identify what attribute I am measuring.
I can choose a suitable informal unit.
I can measure without gaps or overlaps.
I can use the same unit throughout a measurement.
I can measure length with informal units.
I can compare container capacity.
I can compare mass using a balance scale.
I can explain which object is longer, heavier or holds more.
I can find how much more or less.
I can explain why smaller units may be more accurate.
I can record my measurement results.
I can justify my choice of measurement unit.
Teachers begin measurement with direct comparisons before using repeated informal units.
At home, follow this sequence: identify the attribute, estimate, choose a unit, measure, compare and explain.
Before measuring, ask what property is being investigated.
“Are we measuring how long it is, how much it holds or how heavy it is?”
Place two objects side by side to compare their length.
Pour the contents of one container into another to compare capacity.
Place two objects on opposite sides of a balance scale to compare mass.
Direct comparison helps children understand the attribute before counting units.
The informal unit should suit the size of the object.
Ask your child to explain why the chosen unit is practical.
Place the first unit at the starting edge of the object.
Repeat the units in a straight line with:
Count the units only after they have been positioned correctly.
Measuring a long distance with tiny units may be slow and difficult.
For the width of a room, handspans, footsteps or long craft sticks may be more practical than paper clips.
Ask:
“Would a larger unit make this measurement easier?”
A large unit may not fit exactly into the measured length.
For example, a book may measure:
The smaller unit may provide a more precise measurement.
Measure the same object using two different unit sizes.
For example:
Explain that the desk did not change. The number changed because the units were different sizes.
Smaller units usually produce a larger number. Larger units usually produce a smaller number.
Ask your child to predict how many units will be needed.
After measuring, compare the estimate with the actual result.
Estimation encourages children to think about the relationship between the object and the chosen unit.
Use dry materials such as rice, lentils or sand in a suitable work area.
Fill a container using one level spoon at a time.
Count and record the number of spoonfuls needed.
Repeat with another container using the same spoon.
A cup may be more suitable for larger containers.
Use level cupfuls and fill each container to the same agreed point.
Record the results in a table.
| Container | Capacity in Cups |
|---|---|
| Small jug | 3 cups |
| Large jug | 5 cups |
The large jug holds 2 cups more than the small jug.
A container may hold more than 3 cups but less than 4 cups.
To measure more accurately, change to a smaller unit such as a spoon.
Children should explain why the smaller unit provides more detailed information.
Use the same filling material and the same measuring unit for every container.
Keep each spoonful or cupful as consistent as possible.
Fill each container to the same agreed level.
Place one object on each side of a balance scale.
Ask your child to predict the result before testing.
Place an object on one side of the balance scale.
Add equal-mass counters, cubes or weights to the other side until the scale balances.
Count the units used.
For example:
The truck is 4 cubes heavier than the car.
The informal units used to measure mass must each have the same mass.
A mixture of different-sized blocks would not provide a fair measurement.
“Are all the measuring units the same mass?”
Children should compare the recorded measurements.
If one object measures 11 cubes and another measures 7 cubes:
11 − 7 = 4
The first object is 4 cubes heavier.
Ask two people with different shoe sizes to measure the same distance using their shoes.
Compare the numerical results.
The person with smaller shoes is likely to use more shoe lengths.
Discuss why shoe lengths from different people are not uniform units.
A handspan is the distance from the tip of the thumb to the tip of the little finger when the hand is stretched.
Use one person’s handspan repeatedly when measuring one object.
Compare the result with another person’s measurement and discuss why different hand sizes may produce different results.
First Nations Australians have used body-based measurement systems, including hands and other body parts, for practical purposes.
These measures may support consistent sizing when producing objects such as nets for particular purposes.
Use trusted educational sources and maintain the cultural context of the measurement practice.
Avoid presenting First Nations knowledge as a generic activity without acknowledging the community, purpose and cultural context connected to the practice.
Use photographs, drawings, models or safely observed tracks.
Measure:
Use the same informal unit when comparing several tracks.
Record the measurements in a table.
| Track | Length | Width | Depth |
|---|---|---|---|
| Track A | 8 cubes | 5 cubes | 2 counters |
| Track B | 11 cubes | 7 cubes | 3 counters |
Ask children to explain which track is longer, wider or deeper.
First Nations Australians may interpret measurable track attributes together with other knowledge of Country and Place to understand animal movement and behaviour.
Children can discuss simple observations such as:
Measurement alone should not be presented as providing a complete interpretation.
Children should record:
Encourage complete explanations.
Instead of:
5 cups
write:
The large container holds 5 cups, which is 2 cups more than the small container.
Place each unit directly beside the previous unit so the end of one touches the beginning of the next.
Check that each section of the object is measured once only.
Align the first unit with the beginning of the object before measuring.
Select one uniform unit and use it consistently from start to finish.
Check whether the same unit was used. Measurements using different-sized units cannot be compared directly.
Measure the same object with large and small units to show that smaller units usually produce the larger count.
Tall containers do not always hold more. Test capacity using the same material and measuring unit.
Agree to use level spoonfuls or another consistent method for every measurement.
A larger object is not always heavier. Use a balance scale rather than judging by appearance.
Use identical cubes, counters or weights so every unit contributes the same mass.
Continue adding or removing units until both sides of the balance scale are level.
Write complete measurements such as “8 cubes long” or “5 cups”.
Measure pencils, books and small household objects using identical paper clips.
Check for gaps and overlaps.
Focus: Uniform informal length units.
Present several objects and several possible informal units.
Ask your child to choose the most suitable unit and explain the choice.
Focus: AC9M2M01_E1.
Measure the same object using craft sticks and connecting cubes.
Compare the numerical results.
Focus: Unit size and measurement result.
Measure a table using one person’s handspan and then another person’s handspan.
Discuss why the results may differ.
Focus: AC9M2M01_E5.
Fill several containers using the same cup and a dry material.
Record which container holds the most and how much more.
Focus: AC9M2M01_E2.
Measure one container using cups and then smaller spoons.
Discuss which result is more precise.
Focus: Smaller units for accuracy.
Compare the mass of small safe objects using a balance scale.
Predict before testing.
Focus: Direct mass comparison.
Balance two objects separately using identical cubes.
Subtract the smaller result from the larger result.
Focus: AC9M2M01_E3.
Measure the same distance using two different shoe lengths.
Compare the results and explain why the measurements differ.
Focus: AC9M2M01_E4.
Use printed or drawn animal tracks and measure their length and width with uniform informal units.
Record and compare the results.
Focus: AC9M2M01_E6.
I am measuring the _____ of the object.
I chose _____ as my informal unit because _____.
My estimate was _____ units.
The object measures _____ units.
I used uniform units by _____.
I avoided gaps and overlaps by _____.
The _____ is longer than the _____.
The _____ holds more than the _____.
The _____ is heavier than the _____.
It is _____ units longer.
It holds _____ units more.
It is _____ units heavier.
The smaller unit gave a larger number because _____.
The smaller unit was more accurate because _____.
The measurements were fair because _____.
I checked my result by _____.
Use these questions to check whether your child understands the main ideas.
A child shows secure understanding when they can choose suitable units, measure consistently, compare results and explain how unit size affects measurement.
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Measurement understanding develops when children compare real objects, select appropriate units and explain how the units affect the result.
Use this simple routine:
Children who need additional support can revisit these earlier comparison and informal measurement topics.
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