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Year 6 · Maths

Arithmetic Practice Papers

3 checked activities 1 video match

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Focus on year 6 SATs arithmetic practice. Open support for “SATs-style arithmetic practice (Paper 1, Practice 1): resource links”, then explain the idea in your own words.

Understand the key idea

Year 6 arithmetic practice brings together accurate written and mental calculation across the four operations, fractions, decimals and percentages. In the KS2 mathematics test, Paper 1 is an arithmetic paper completed without a calculator, so pupils need secure number facts, reliable written methods and a habit of checking whether each answer is reasonable.

What Year 6 arithmetic practice should cover

By the end of Year 6, pupils should be fluent in written methods for all four operations and in work with fractions, decimals and percentages. A balanced arithmetic session therefore mixes addition and subtraction with large integers and decimals, multiplication and division, fraction calculations, percentage and decimal equivalents, and order-of-operations questions rather than repeating only one familiar question type.

Start by checking that the pupil can choose an efficient method. Some questions are quickest mentally, while others need a clear written calculation. Estimation and inverse operations provide useful checks: an answer to 4,896 ÷ 24 should be close to 4,800 ÷ 24, and a division answer can be checked by multiplying it by the divisor.

How to use an arithmetic practice paper

Use the first attempt as evidence, not as a judgement. Complete the paper in a quiet space, keep working visible and mark it soon afterwards. For every lost mark, label the cause: an insecure fact, the wrong operation or method, an accurate method with a calculation slip, or a copying and recording error. That diagnosis decides what to practise next.

Correct each missed item on a clean line and say what changed. If the error was 7 × 8, rehearse the related multiplication and division facts. If long multiplication or division broke down, return to one worked example and then try a near match. If a fraction, decimal or percentage conversion was uncertain, rebuild the equivalence before attempting another timed paper.

Build accuracy before adding the 30-minute limit

The official KS2 arithmetic paper allows 30 minutes and does not allow a calculator. That timing is useful only after methods are secure. Begin with short untimed sets, then use half a paper with a gentle time target, and finally attempt a full paper under test conditions. The aim is steady accurate work, not racing through the opening questions and leaving avoidable mistakes behind.

Teach a simple checking routine: reread the operation sign, estimate the size of the answer, inspect any regrouping or decimal alignment, and use an inverse calculation when time permits. Long multiplication and long division questions deserve especially clear working because the official paper can award two marks for them.

A one-week arithmetic revision routine

On day one, complete a diagnostic set and group the mistakes. On days two to four, spend ten to fifteen minutes on one weak family at a time, followed by two mixed questions so the pupil still has to choose the method. On day five, use a half paper and compare the new error pattern with day one. Keep successful methods and reteach only what remains insecure.

Finish the week with a full practice paper or the checked official paper below. Record the score, but also record the number of corrected errors by type. A rising score matters; a shrinking and more specific error list is even more useful because it shows exactly what the next practice session should address.

What to do after marking

Do not move straight to another paper. Choose no more than two recurring weaknesses, open the relevant checked support and practise a small number of closely matched questions. Return to one previously missed question the next day without the worked answer. If the pupil can now solve it and explain why the method works, the correction is more likely to last.

Keep the three existing practice-paper activities and their checked resources as the core of this page. The walkthrough supports modelling, the official Standards and Testing Agency paper provides the exact public test format, and the account-required pack offers additional papers. Use each for its stated purpose rather than treating a large quantity of papers as a substitute for targeted teaching.

Common mix-up

A practice paper is not only a speed test. Rushing repeated weak methods can reinforce errors; first identify whether a mistake came from number facts, choosing a method, carrying out the method or recording the answer.

Try this first

  1. Complete one short untimed section and mark it before attempting a full paper.
  2. Sort mistakes into number-fact, method, calculation and recording errors.
  3. Rework each missed question without looking at the answer, then explain the correction aloud.

Ask: Which questions cost marks today, and what single skill would prevent each mistake next time?

Curriculum check: National curriculum in England: mathematics programmes of study · Key stage 2 tests: 2025 mathematics test materials

Return to the Year 6 curriculum guide

Year 6 learners practise year 6 sats arithmetic practice.

The activities include SATs-style arithmetic practice (Paper 1, Practice 1): resource links, SATs-style arithmetic practice (Paper 1, Practice 2): resource links, SATs-style arithmetic practice (Paper 1, Practice 3): resource links. The checked support below includes video, practice, teaching-practice. Open a resource in its provider's website and choose the format that best helps the learner explain the idea independently.

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WatchYouTube — TD Tutoring

2025 Year 6 SATs Maths Paper 1 Arithmetic Walkthrough

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Year 6 Arithmetic Paper — SATs Practice Bumper Pack

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2025 Key Stage 2 Mathematics Paper 1: Arithmetic

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