Sign of greater: 2026 UK 4+/7+/11+/13+/GCSE Resources
This guide fixes confusion around the sign of greater while recommending specific, UK-relevant resources for 4+, 7+, 11+, 13+ and GCSE maths so your child practises the right question types at the right age. You’ll get a realistic timeline, what to buy vs what to download, and how to choose between online platforms and tutors without wasting money on the wrong level of content.
Page Contents
Essential Learning Resources for 4+, 7+, 11+, 13+ and GCSE
Resource quality matters more than volume. For UK selective exams, you need materials that match the typical format: short, timed questions at 4+/7+, more structured reasoning and arithmetic at 11+/13+, and multi-step problem-solving for GCSE. Prioritise resources with worked solutions and mixed-topic practice, because real papers rarely keep topics neatly separated.
For symbol fluency (including inequalities), choose resources that repeatedly mix “compare”, “order”, and “estimate” tasks. At 11+ level, this shows up as comparing fractions, decimals, percentages, and interpreting word problems like “at least / no more than”, rather than anything beyond Key Stage 2.
Where to get past-paper style practice (and what it’s good for)
The fastest way to align practice to exam expectations is to use publisher-standard question styles. For GL-style multiple-choice practice (common across many grammar-school areas), start with familiarisation papers in the spring term of Year 5, then move into timed sets by the summer term. Use official provider information to avoid buying the wrong “style”.
Useful domains to check for formats and guidance include GL Assessment and, for National Curriculum baselines, GOV.UK. For independent-school pathways, many schools use their own papers or ISEB-aligned assessments; always confirm on the school’s admissions page before committing to a full book series.
Comparison: Online Platforms vs Traditional Tutors
Parents usually overpay because they buy both: stacks of books and weekly tuition, without a plan for feedback loops. The decision should come down to three features: how precisely the practice adapts to gaps, whether teaching is live (so misconceptions get corrected instantly), and whether you get exam-style mock marking.
| Provider | Cost | Adaptive Learning? | Live Tuition? | Mock Exams? |
|---|---|---|---|---|
| Bond (books) | £6–£12 per book | No | No | No |
| CGP (books) | £5–£10 per book | No | No | No |
| GL-style practice papers (varies by publisher) | £7–£15 per pack | No | No | Sometimes (self-mark) |
| Traditional local tutor | £35–£90/hour | Depends | Yes | Sometimes |
| School-run revision club | Low–moderate | No | Sometimes | Rare |
| Think Academy UK (Live + Tech) | Varies by programme | Yes | Yes | Yes (in-program checkpoints) |
Books are efficient for volume, but weak for diagnosis: if a child repeatedly mistakes “greater than” language, books won’t notice the pattern. A strong platform or tutor will spot whether the issue is symbol confusion, place value, or reading the stem (“no fewer than”, “at most”). For 11+ and 13+, the quality of feedback matters more than the number of questions completed.
Time Management & Revision Techniques
For 4+ and 7+, keep practice short: 8–12 minutes per sitting, 3–4 times a week, with immediate correction. For 11+ and 13+, build towards timed sets: 20 minutes per subject area, then mixed-topic mini-mocks from the summer term of Year 5. For GCSE, aim for 4–5 study blocks per week, 30–45 minutes each, increasing closer to mocks.
Use these techniques because they map to how marks are lost in UK exams: speed errors, repeated misconceptions, and stress under time pressure.
- Pomodoro technique: 25 minutes work + 5 minutes reset (GCSE), or 12 + 3 (primary).
- Spaced repetition: reattempt the same skill after 2 days, 7 days, 21 days.
- Mistake notebook: log the exact error type (symbol mix-up, place value, misread “at least”) and one corrected example.
People Also Ask: Inequalities & UK Exam Prep FAQs
Q1: What does the sign of greater mean in UK primary maths?
It means the number on the left is larger than the number on the right (e.g., 8 > 5). In Key Stage 1 and early Key Stage 2, it’s tested through comparing numbers and ordering; later it appears in comparing decimals, fractions, and measures (length/mass/capacity), which is common in 11+ maths papers.
Q2: How do you teach a child to remember > and < without guessing?
Use a consistent rule tied to place value, not a “crocodile story” alone. Example: compare the highest place first (tens, then ones). If equal, move to the next place. For fractions at 11+, teach comparison via common denominators or converting to decimals for simple cases; keep it within Key Stage 2 scope.
Q3: Is the sign of greater in 11+ or 13+ exams?
Yes, but usually indirectly. Instead of asking for the symbol, papers test it through “Which is larger?”, “Put in order”, bounds (“between”), and word phrases like “at least” or “no more than”. The mark loss comes from misreading language, so practise mixed word problems, not just symbol drills.
Q4: For GCSE, is this topic still relevant or too basic?
It’s foundational and still assessed through inequalities, number lines, bounds, and algebraic statements like x > 3. The difference at GCSE is the context: rearranging, solving, and interpreting inequality solutions correctly, often with a number line or interval notation depending on the exam board.
Conclusion & Next Steps
If your child understands the sign of greater but still drops marks, the issue is usually one of three things: place-value comparison under time pressure, fraction/decimal conversions, or misreading inequality language in word problems. Pick one resource stream (books or platform) for volume, and one feedback stream (live teaching or structured marking) for accuracy, then review mistakes weekly so the same error never costs marks twice.
