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Australian Curriculum v9.0 · Year 6

Year 6 practice, mapped to the Australian Curriculum.

What Ponder’s built-in practice covers in Year 6, set by set, with the content descriptions each set is tagged with.

What does Year 6 practice cover in Ponder?

In Year 6, Ponder has 19 practice sets: 6 in maths (decimals and fractions; area, metric units and angles; primes, squares and number patterns; and more), 4 in English (clauses, commas and text structure; sound and imagery in poetry; reading for meaning and word roots; and more) and 4 in science (circuits, changes and Earth’s tilt; habitat conditions and plant investigations; states of matter; and more), plus HASS, wellbeing and study skills. Sets are tagged with Australian Curriculum v9.0 content descriptions, and every question has hints that guide rather than give the answer.

Free check: see what is going well in Year 6 maths or English, and what to practise next →

Mathematics 6 sets

  • Decimals and fractions

    Year 6 · 6 questions

    Line up decimal points, shift digits by powers of 10 and add unlike fractions.

    For parents: By the end of Year 6, your child should be able to add and subtract decimals, multiply and divide decimals by 10, 100 and 1000, and add fractions with related denominators.

    • AC9M6N04apply knowledge of place value to add and subtract decimals, using digital tools where appropriate; use estimation and rounding to check the reasonableness of answers
    • AC9M6N05solve problems involving addition and subtraction of fractions using knowledge of equivalent fractions
    • AC9M6N06multiply and divide decimals by multiples of powers of 10 without a calculator, applying knowledge of place value and proficiency with multiplication facts; using estimation and rounding to check the reasonableness of answers
    Sample question and its hints

    Jess ran 3.75 km on Saturday and 2.6 km on Sunday. How far did she run altogether?

    1. You need the total distance for both days, so add the two distances together.
    2. Line up the decimal points. Write 2.6 as 2.60 so both numbers have two decimal places, then add column by column.
    3. 1.25 + 3.5: write 3.5 as 3.50, then 1.25 + 3.50 = 4.75. Now try yours.
  • Area, metric units and angles

    Year 6 · 6 questions

    Veggie patches, bags of flour and crossing roads: area, units and angles.

    For parents: By the end of Year 6, your child should be able to convert between metric units, use length times width for the area of a rectangle, and work with angles on a line and at a point.

    • AC9M6M01convert between common metric units of length, mass and capacity; choose and use decimal representations of metric measurements relevant to the context of a problem
    • AC9M6M02establish the formula for the area of a rectangle and use it to solve practical problems
    • AC9M6M04identify the relationships between angles on a straight line, angles at a point and vertically opposite angles; use these to determine unknown angles, communicating reasoning
    Sample question and its hints

    A rectangular veggie patch is 12 m long and 6 m wide. What is its area?

    1. Area is how many square metres it takes to cover the whole patch.
    2. Picture rows of 1 m squares: how many squares fit along the length, and how many rows fit across?
    3. A patch 5 m by 3 m holds 3 rows of 5 squares, so its area is 5 × 3 = 15 m². Now try yours.
  • Primes, squares and number patterns

    Year 6 · 6 questions

    Hunt for primes, spot square numbers and crack pattern rules.

    For parents: By the end of Year 6, your child should be able to tell prime, composite and square numbers apart, follow pattern rules, and solve equations that use brackets.

    • AC9M6N02identify and describe the properties of prime, composite and square numbers and use these properties to solve problems and simplify calculations
    • AC9M6A01recognise and use rules that generate visually growing patterns and number patterns involving rational numbers
    • AC9M6A02find unknown values in numerical equations involving brackets and combinations of arithmetic operations, using the properties of numbers and operations
    Sample question and its hints

    Tap all the prime numbers.

    Choices: 2 · 9 · 17 · 21 · 29 · 1

    1. A prime number has exactly two factors: 1 and itself. Which of these numbers can be split into equal groups another way?
    2. For each number, try dividing by 2, 3, 5 and 7. If one of them divides evenly (and isn’t the number itself), it is composite.
    3. Is 15 prime? 15 = 3 × 5, so its factors are 1, 3, 5 and 15. It is composite. Now try yours.
  • Data displays and chance

    Year 6 · 6 questions

    Read the data, rate the chance and spot a sneaky graph.

    For parents: By the end of Year 6, your child should be able to compare data displays, question a misleading graph, and describe chance as a number from 0 to 1 or a percentage.

    • AC9M6ST01interpret and compare data sets for ordinal and nominal categorical, discrete and continuous numerical variables using comparative displays or visualisations and digital tools; compare distributions in terms of mode, range and shape
    • AC9M6ST02identify statistically informed arguments presented in traditional and digital media; discuss and critique methods, data representations and conclusions
    • AC9M6P01recognise that probabilities lie on numerical scales of 0 – 1 or 0% – 100% and use estimation to assign probabilities that events occur in a given context, using common fractions, percentages and decimals
    • AC9M6P02conduct repeated chance experiments and run simulations with an increasing number of trials using digital tools; compare observations with expected results and discuss the effect on variation of increasing the number of trials
    Sample question and its hints

    You roll a normal six-sided die. Which describes the chance of rolling a number less than 7?

    Choices: Impossible (0) · Even chance (0.5) · Certain (1) · Unlikely (about 0.2)

    1. Probabilities go from 0 (impossible) to 1 (certain). What numbers are on a die?
    2. Count how many of the faces show a number less than 7, out of 6 faces.
    3. Rolling a number bigger than 10 on a die: no face works, so it is impossible, 0. Now try yours.
  • Fractions

    For Years 3–6 · 6 questions

    Share pizzas, lamingtons and kangaroos into equal parts.

    For parents: Across Years 3 to 6, your child learns to name unit fractions, find equivalent fractions, and compare and order fractions.

    • AC9M3N02recognise and represent unit fractions including
    • AC9M4N03find equivalent representations of fractions using related denominators and make connections between fractions and decimal notation
    • AC9M5N03compare and order fractions with the same and related denominators including mixed numerals, applying knowledge of factors and multiples; represent these fractions on a number line
    Sample question and its hints

    What fraction of the pizza is left?

    1. How many equal slices made the whole pizza? That number goes on the bottom of the fraction.
    2. Now count the slices that are still there. That number goes on top. Drawing the pizza can help.
    3. If a pizza has 4 slices and 2 are eaten, 2 of the 4 slices are left, so 2/4 is left. Now try yours.
  • Integers and negative numbers

    For Years 6–8 · 6 questions

    Temperatures below zero, number lines, and adding, subtracting and multiplying integers.

    For parents: Across Years 6 to 8, your child learns to place negative numbers on a number line, and add, subtract and multiply positive and negative numbers.

    • AC9M6N01recognise situations, including financial contexts, that use integers; locate and represent integers on a number line and as coordinates on the Cartesian plane
    • AC9M7N07compare, order and solve problems involving addition and subtraction of integers
    • AC9M8N04use the 4 operations with integers and with rational numbers, choosing and using efficient strategies and digital tools where appropriate
    Sample question and its hints

    Which number is the smallest?

    Choices: −2 · 0 · −8 · 3

    1. Smallest means furthest to the left on a number line.
    2. Draw a number line from −10 to 5 and mark each number. Which one is furthest left?
    3. Between −5 and −1, −5 is smaller because it is further below zero. Now try yours.

English 4 sets

  • Clauses, commas and text structure

    Year 6 · 6 questions

    Build richer sentences with embedded clauses, and see how texts are staged.

    For parents: By the end of Year 6, your child should be able to build longer sentences with extra clauses, use commas correctly, and explain how different texts are organised.

    • AC9E6LA05understand how embedded clauses can expand the variety of complex sentences to elaborate, extend and explain ideas
    • AC9E6LA09understand how to use the comma for lists, to separate a dependent clause from an independent clause, and in dialogue
    • AC9E6LA03explain how texts across the curriculum are typically organised into characteristic stages and phases depending on purposes, recognising how authors often adapt text structures and language features
    Sample question and its hints

    Which part is the embedded clause?

    Choices: The dog · that dug up the veggie patch · is hiding under the deck · under the deck

    1. An embedded clause sits inside another clause and adds information about a noun.
    2. Remove a chunk. Does the main sentence still make sense without it?
    3. In “The girl who won the race smiled”, the clause “who won the race” is tucked inside. Now try yours.
  • Sound and imagery in poetry

    Year 6 · 6 questions

    Listen to the tide in a poem: alliteration, sound words and pictures in words.

    For parents: By the end of Year 6, your child should be able to explain how poets use sound and imagery, and recognise vivid language such as metaphors and idioms.

    • AC9E6LE04explain the way authors use sound and imagery to create meaning and effect in poetry
    • AC9E6LA08identify authors’ use of vivid, emotive vocabulary, such as metaphors, similes, personification, idioms, imagery and hyperbole
    Sample question and its hints

    Which line uses alliteration most strongly?

    Choices: The sea slides back, slow and shy · and every rock pool, still and wide · The crabs dash back.

    1. Alliteration is when several words close together start with the same sound.
    2. Read each line aloud and listen to the first sound of every word.
    3. “Big brown bears bounce” repeats the b sound four times. Now try yours.
  • Reading for meaning and word roots

    Year 6 · 6 questions

    Read about a giant radio telescope, then crack Greek and Latin word roots.

    For parents: By the end of Year 6, your child should be able to use reading strategies to understand a harder text, and use Greek and Latin word roots to read and spell new words.

    • AC9E6LY05use comprehension strategies such as visualising, predicting, connecting, summarising, monitoring and questioning to build literal and inferred meaning, and to connect and compare content from a variety of sources
    • AC9E6LY09use knowledge of known words, word origins including some Latin and Greek roots, base words, prefixes, suffixes, letter patterns and spelling generalisations to spell new words including technical words
    Sample question and its hints

    What is the main idea of the passage?

    Choices: A radio telescope in a quiet part of WA listens for faint signals from space · Mobile phones are dangerous and should be banned everywhere · Telescopes can only collect light from stars

    1. The main idea is what the whole text is mostly about, not one small detail.
    2. Read the first sentence of each paragraph. What topic links them all?
    3. A text about bees making honey, bees dancing and bees in hives is mostly about how bees live. Now try yours.
  • Reading comprehension

    For Years 3–6 · 6 questions

    Read a short story, find the clues and work out what the writer means.

    For parents: Across Years 3 to 6, your child learns to find information in a text, read between the lines, and explain what the writer means.

    • AC9E3LY05use comprehension strategies when listening and viewing to build literal and inferred meaning, and begin to evaluate texts by drawing on a growing knowledge of context, text structures and language features
    • AC9E4LY05use comprehension strategies such as visualising, predicting, connecting, summarising, monitoring and questioning to build literal and inferred meaning, to expand topic knowledge and ideas, and evaluate texts
    • AC9E5LY05use comprehension strategies such as visualising, predicting, connecting, summarising, monitoring and questioning to build literal and inferred meaning to evaluate information and ideas
    Sample question and its hints

    What was eating the tomato seedlings?

    Choices: Possums · Birds · Snails · Caterpillars

    1. This question asks about something the story tells us directly.
    2. Go back to the first paragraph and find what Grandfather says about the leaves.
    3. If a story said “the dog chewed my shoe”, the dog did the chewing. Look for a sentence like that. Now try yours.

Science 4 sets

  • Circuits, changes and Earth’s tilt

    Year 6 · 6 questions

    Make a torch light up, spot changes that can’t be undone, and find out why summer days are long.

    For parents: By the end of Year 6, your child should be able to build a simple circuit, tell reversible from irreversible changes, and explain day length and seasons.

    • AC9S6U02describe the movement of Earth and other planets relative to the sun and model how Earth’s tilt, rotation on its axis and revolution around the sun relate to cyclic observable phenomena, including variable day and night length
    • AC9S6U03investigate the transfer and transformation of energy in electrical circuits, including the role of circuit components, insulators and conductors
    • AC9S6U04compare reversible changes, including dissolving and changes of state, and irreversible changes, including cooking and rusting that produce new substances
    Sample question and its hints

    Tap all the materials that are good electrical conductors.

    Choices: Copper wire · A plastic ruler · Aluminium foil · A rubber band · A steel key

    1. A conductor lets electricity flow through it easily. An insulator doesn’t.
    2. Sort the list into metals and non-metals. Which group lets electricity through?
    3. A gold ring would light a globe in a test circuit, but a glass marble wouldn’t. Now try yours.
  • Habitat conditions and plant investigations

    Year 6 · 6 questions

    How light, water and temperature affect living things, from bean plants to coral reefs.

    For parents: By the end of Year 6, your child should be able to explain how light, water and temperature affect living things, and plan an investigation and graph the results.

    • AC9S6U01investigate the physical conditions of a habitat and analyse how the growth and survival of living things is affected by changing physical conditions
    • AC9S6I02plan and conduct repeatable investigations to answer questions including, as appropriate, deciding the variables to be changed, measured and controlled in fair tests; describing potential risks; planning for the safe use of equipment and materials; and identifying required permissions to conduct investigations on Country/Place
    • AC9S6I04construct and use appropriate representations, including tables, graphs and visual or physical models, to organise and process data and information and describe patterns, trends and relationships
    • AC9S6I05compare methods and findings with those of others, recognise possible sources of error, pose questions for further investigation and select evidence to draw reasoned conclusions
    Sample question and its hints

    Which of these is a physical condition of a habitat, rather than a living thing?

    Choices: The gum trees · The temperature · The kangaroos

    1. Physical conditions are non-living features, like how much light or water a place gets.
    2. Cross out the living things. What is left?
    3. In a desert, the low rainfall is a physical condition, but a cactus is a living thing. Now try yours.
  • States of matter

    For Years 3–6 · 6 questions

    Solids, liquids and gases, and how heating and cooling change them.

    For parents: Across Years 3 to 6, your child learns to describe solids, liquids and gases, and how heating and cooling change them.

    • AC9S3U04investigate the observable properties of solids and liquids and how adding or removing heat energy leads to a change of state
    • AC9S5U04explain observable properties of solids, liquids and gases by modelling the motion and arrangement of particles
    Sample question and its hints

    Which of these is a solid?

    Choices: Milk · Steam · A rock · Orange juice

    1. A solid keeps its own shape. It doesn’t flow or spread out.
    2. Imagine putting each one into a bowl. Which one keeps its shape?
    3. A spoon stays spoon-shaped in any cup, so a spoon is a solid. Now try yours.
  • Earth and space

    For Years 3–6 · 6 questions

    Day and night, the Moon’s changing shape, and the planets of our solar system.

    For parents: Across Years 3 to 6, your child learns to explain day and night, the moon’s changing shape, and the planets of our solar system.

    • AC9S6U02describe the movement of Earth and other planets relative to the sun and model how Earth’s tilt, rotation on its axis and revolution around the sun relate to cyclic observable phenomena, including variable day and night length
    Sample question and its hints

    Why do we have day and night?

    Choices: The Sun moves around the Earth each day · The Earth spins around once a day · The Sun switches off at night · Clouds cover the Sun

    1. The Sun is always shining. Something makes our part of the Earth face away from it.
    2. Shine a torch at a ball and slowly turn the ball. What happens to one spot on the ball?
    3. On a merry-go-round you face the playground, then away from it, over and over, as it turns. Now try yours.

Humanities and Social Sciences (HASS) 1 set

  • Federation, government and choices

    Year 6 · 6 questions

    How Australia became a nation, how government works, migration from Asia and smart spending.

    For parents: By the end of Year 6, your child should be able to explain how Australia became a nation, how its three levels of government work, and how to make smart spending choices.

    • AC9HS6K01significant individuals, events and ideas that led to Australia’s Federation, the Constitution and democratic system of government
    • AC9HS6K03the motivation of people migrating to Australia since Federation and throughout the 20th century, their stories and effects on Australian society, including migrants from the Asia region
    • AC9HS6K04the geographical diversity and location of places in the Asia region, and its location in relation to Australia
    • AC9HS6K06the key institutions of Australia’s system of government, how it is based on the Westminster system, and the key values and beliefs of Western democracies
    • AC9HS6K07the roles and responsibilities of the 3 levels of government in Australia
    • AC9HS6K08influences on consumer choices and strategies that can be used to help make informed personal consumer and financial choices
    Sample question and its hints

    On 1 January 1901, the six British colonies joined together to form one nation, the Commonwealth of Australia. What is this joining together called?

    1. The colonies became states, with one national government over them all.
    2. The word comes from the Latin “foedus”, meaning an agreement or alliance.
    3. When clubs join into one big league, we say they form a league. Now try yours.

Wellbeing 2 sets

  • Mistakes help us grow

    For Years 3–6 · 6 questions

    Learn from mistakes, try new strategies and talk to yourself kindly.

    For parents: Across Years 3 to 6, your child learns to treat mistakes as a way to learn, try a new strategy, and talk to themselves kindly.

    A general-capabilities set (no content-description codes).

    Sample question and its hints

    You get a maths question wrong. Which thought is the most helpful?

    Choices: I’m just bad at maths · Let me check where it went wrong · I’ll never get this · The question was silly anyway

    1. A helpful thought leads you to do something useful next.
    2. Which thought would help you fix the mistake and learn from it?
    3. After dropping a catch, “I’ll watch the ball all the way into my hands” is more helpful than “I’m useless”. Now try yours.
  • Feelings and staying calm

    For Years 2–6 · 6 questions

    Notice your feelings, find ways to calm down and know who can help.

    For parents: Across Years 2 to 6, your child learns to notice their feelings, use a few ways to calm down, and know who they can talk to.

    A general-capabilities set (no content-description codes).

    Sample question and its hints

    Someone pushes in front of you in the line. Your heart races and your hands make tight fists. Which feeling word fits best?

    Choices: Sleepy · Angry or frustrated · Calm · Bored

    1. Our bodies give us clues about how we feel.
    2. Notice the clues: a racing heart, tight fists, and something unfair happened. Which feeling matches those clues?
    3. Butterflies in your tummy before a big test can be a sign of feeling nervous. Now try yours.

Study skills 2 sets

  • Researching with good sources

    For Years 5–8 · 6 questions

    Pick trustworthy sources, search smartly and put ideas in your own words.

    For parents: Across Years 5 to 8, your child learns to choose trustworthy sources, search well, and put ideas into their own words.

    A general-capabilities set (no content-description codes).

    Sample question and its hints

    You are researching platypuses. Which source is most likely to be trustworthy?

    Choices: A comment on a video from someone with no name · A museum website page written by scientists · An ad for a platypus soft toy · A quiz game with no author or date

    1. Ask: who made this, and do they know about the topic?
    2. Look for a source with experts who check their facts, and a reason to be accurate.
    3. For facts about volcanoes, a geology department’s website is more trustworthy than a random forum post. Now try yours.
  • Planning and focus

    For Years 5–8 · 6 questions

    Break big tasks into steps, plan your time and keep distractions away.

    For parents: Across Years 5 to 8, your child learns to break a big task into steps, plan their time, and keep distractions away.

    A general-capabilities set (no content-description codes).

    Sample question and its hints

    You have a project due in two weeks. What’s the best first step?

    Choices: Wait until the night before · Break it into smaller tasks and put them on a plan · Start by decorating the cover · Wait for the teacher to remind you

    1. Big tasks feel easier when you know what the pieces are.
    2. List what the project needs. Then think about how many days you have for each part.
    3. To tidy a messy room, you might do the bed, then the floor, then the desk: one small job at a time. Now try yours.

How every practice set works

Each set has a few short questions. Every question follows the same five problem-solving steps, and the three hints line up with the first three steps, so help builds from a nudge to a worked example of a similar problem. The answer is never the first thing a learner sees.

StepThe learner asksA grown-up can ask
UnderstandWhat is the question asking?What is the question asking you to find?
PlanHow could I work it out?What could you try first? Would a picture help?
TryHave a go. A guess is a good start.Have a go, and tell me what you’re thinking.
CheckDoes my answer make sense?How could you check that?
ReflectWhat helped me? What would I do next time?What helped you? What would you do next time?

After each answer, Ponder explains why it’s right, or what to look at again. At the end of a set it celebrates the strategies the learner used, such as draw a picture, break it into parts and look for a pattern.

See the step-by-step walkthrough of a practice set →

Straight answers

Questions people ask

What do Year 6 students learn in maths in Australia?

Under the Australian Curriculum v9.0, Year 6 maths covers number, algebra, measurement, space, statistics and probability. Ponder’s Year 6 maths sets practise decimals and fractions, area, metric units and angles, primes, squares and number patterns, data displays and chance and fractions. The full list of content descriptions is on the Australian Curriculum website.

Does this follow my state’s curriculum?

Every state and territory teaches Foundation to Year 10 content from the Australian Curriculum, either directly or through its own version built from it (NSW and Victoria publish their own syllabuses). Ponder tags sets with v9.0 codes, so they line up with what is taught in every state, though schools order topics differently.

Can my child try these sets now?

Yes. Open the Ponder app, choose the learner side, then pick a subject and a set. No account is needed while Ponder is in preview.

Will Ponder give my child the answers?

Not straight away. Each question has three hints that build from a nudge to a worked example of a similar problem. After an answer, Ponder explains why it’s right or what to look at again.

Content descriptions © Australian Curriculum, Assessment and Reporting Authority (ACARA) 2009 to present, unless otherwise indicated. They were downloaded from the Australian Curriculum website (accessed 27 September 2026) and were not modified, except that a few end early where the website shows a fraction or symbol as an image. Licensed under CC BY 4.0. Ponder is not affiliated with or endorsed by ACARA.

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