Long Division 2026: Best UK Prep Resources (4+–GCSE)
Long division remains one of the most important arithmetic skills for UK students, appearing in everything from Key Stage 2 maths assessments to 11+, 13+ and GCSE exam questions. While many children can follow the steps when working through familiar examples, problems often arise when long division is hidden inside word problems, multi-step calculations or timed exam conditions.
This guide shows parents exactly which long division resources are worth using in 2026, including books, worksheets, online platforms and exam-style practice materials for 4+, 7+, 11+, 13+ and GCSE students. You’ll learn which resources build genuine understanding, which improve speed and accuracy, and how to create a realistic weekly revision routine that fits around school and other commitments.
For families preparing for selective school admissions, long division is often tested indirectly through reasoning and problem-solving questions rather than standalone calculations. Our 11 Plus Preparation and 11 Plus Maths Questions guides can help you understand how arithmetic skills are applied in competitive entrance exams.
Older students preparing for secondary school assessments and GCSEs should focus on accuracy under pressure, ensuring they can apply long division confidently across fractions, decimals, measures and real-world contexts. You may also find our GCSE Maths Revision guide useful for building wider mathematical fluency and exam technique.
By the end of this guide, you’ll know exactly which long division resources offer the best value, how to avoid common revision mistakes, and how to help your child turn long division from a challenging topic into a dependable source of marks.
Page Contents
Resource Shortlist by Age: What Actually Improves Long Division
If you want fast gains, prioritise resources that force children to write the place-value steps and interpret remainders, not just “get an answer”. For selective exams, long division is often assessed indirectly through multi-step word problems (money, measures, fractions of quantities), so the resource must include reasoning questions, not only arithmetic drills.
4+ and 7+: Foundations (No Formal Long Division Yet)
4+ and 7+ exams don’t expect formal long division algorithms. What matters is the precursor skill-set: confident number bonds, place value, sharing (simple division), and verbal explanation of “how you know”. Choose resources heavy on manipulatives and pictorial models so children don’t memorise procedures without understanding.
Best-fit resources at this stage: maths story problems, bar-model style reasoning, and “grouping/sharing” tasks. If a book introduces formal long division too early, skip it; it can hard-code misconceptions that later take months to undo.
11+: Where Long Division Starts Affecting Admission Outcomes
In many Grammar and Independent entry papers, long division sits inside time pressure. Children who know the steps but can’t keep columns aligned typically drop 5–10 marks across a paper through avoidable arithmetic slips. Your resource choice should therefore include timed sets, mixed arithmetic, and error-spotting questions (find the incorrect step).
13+ and GCSE: Accuracy Under Load
At 13+ and GCSE, long division is tested as part of broader arithmetic fluency—often alongside decimals, standard form contexts, and multi-step financial problems. High-performing candidates are the ones who can set up the division correctly from messy wording and check reasonableness, not those who simply do more pages.
Essential Learning Resources for Long Division
Use a two-lane approach: one “teaching” resource (explains the logic step-by-step) plus one “exam-style practice” resource (mixed questions and timing). Rotate resources every 3–4 weeks if you see stagnation; repeating the same format can create pattern-dependence where a child succeeds only when questions look familiar.
Recommended categories to include in your home programme:
- Structured practice books with worked examples
- Online platforms with immediate feedback
- Printable worksheets for short, frequent drills (10–15 mins)
- Past papers or provider-style papers for timing and exam resilience
Where to source exam-provider style materials: if your target schools use GL-style formats, start with familiarisation and practice via GL Assessment (provider information and sample materials). For statutory expectations around primary arithmetic methods, cross-check with GOV.UK (National Curriculum).
Comparison: Online Platforms vs Traditional Tutors
Parents usually ask whether a platform can replace tutoring. For long division specifically, the deciding factor is feedback quality: does the child get told which step is wrong (setup, subtraction, bringing down, remainder interpretation), or just “incorrect”?
Here is your provider comparison table.
| Provider | Cost | Adaptive Learning? | Live Tuition? | Mock Exams? |
|---|---|---|---|---|
| Think Academy UK | Mid | Yes (data-led homework) | Yes (small groups) | Yes (topic + timed) |
| Traditional Local Tutor | High | No (tutor-dependent) | Yes (1:1) | Sometimes |
| Generic Worksheet Subscriptions | Low | No | No | No |
| Video-Only Course Platforms | Low–Mid | Limited | No | No |
| School-Led Boosters | Low / Free | No | Limited (group) | Sometim |
Time Management & Revision Techniques (That Reduce Long Division Errors
Most long division mistakes are process mistakes, not “ability” issues. Fix them with routines that force precision, then gradually add speed. Aim for 4 short sessions weekly rather than one long weekend session; fatigue makes column alignment worse.
- Pomodoro: 12 minutes long division, 3 minutes checking (repeat twice).
- Spaced repetition: revisit the same divisor types (1-digit, 2-digit) on Days 1, 3, 7, 14.
- Mistake notebooks: record the exact step that failed (setup, subtraction, bringing down, remainder) and one corrected example.
- Two-pass checking: estimate first (is the answer roughly right?), then multiply quotient × divisor and add remainder to confirm.
For 11+ candidates, add “layout discipline”: squared paper, one digit per square, and a ruler line under each subtraction. This alone can stop cascading errors where one misaligned digit ruins the entire question.
Struggling With The Same Long Division Mistakes?
Even with regular practice, many students continue to lose marks through setup errors, misaligned working and incorrect remainders. A free trial class can help identify the exact issues holding your child back.
People Also Ask: Long Division FAQs (UK Parents)
Q1: What age should a child learn long division in the UK?
Most pupils meet formal written division methods in Key Stage 2, typically building through Year 4–Year 6 depending on the school’s calculation policy. If your child is aiming for 11+, you want long division with 1-digit divisors secure by the spring term of Year 5, and 2-digit divisor familiarity by autumn of Year 6 (because time pressure magnifies small gaps).
Q2: How do I teach long division without my child memorising steps?
Use CPA: start with grouping counters (Concrete), then draw place-value partitions/bar models (Pictorial), then write the algorithm (Abstract). The non-negotiable is “what does each digit represent?” If a child can explain why they “bring down” the next digit (because they’re regrouping tens into ones), they stop making random moves under stress.
Q3: Why is my child good at worksheets but struggles in 11+ style papers?
Many worksheets are blocked practice (20 questions with the same divisor type). 11+ papers are mixed and often embed division inside word problems. Switch to mixed sets: 6 questions only, but each different (remainders, money, measures). That’s where long division becomes usable, not just repeatable.
Q4: How can my child improve speed in long division without losing accuracy?
Speed comes from faster estimation of the next quotient digit and fewer correction loops. Train “times table scanning” (quickly finding the nearest multiple) and use timed micro-sets: 3 questions in 6 minutes, then immediate correction and a second attempt. If accuracy drops below about 80% on the set, reduce timing pressure and rebuild the method step-by-step.
Conclusion & Next Steps
The fastest route to higher marks is not more pages—it’s the right sequence: understand place value, practise a consistent written layout, and then apply long division in mixed, timed questions that match selective exam demands. If you want a clear weekly plan for your child’s target (4+, 7+, 11+, 13+ or GCSE) and a teacher to correct misconceptions immediately, use Think Academy’s structured programmes focused on mastering the logic behind long division.
