Distance formula time speed: 2026 UK 4+/7+/11+/13+/GCSE Pick
This guide recommends UK-friendly resources and a revision plan built around distance formula time speed skills (plus the wider maths needed for 4+, 7+, 11+, 13+ and GCSE), so you can buy fewer books, practise the right question types, and track progress with timed checkpoints. If your child freezes on worded problems, it’s usually not “speed” — it’s unit conversion, reading accuracy, and modelling.
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How to Choose Resources by Exam Stage (so you don’t waste money)
Parents commonly buy GCSE-style “speed-distance-time” packs for Year 5 children, then wonder why confidence drops. For 11+, most questions stay within Key Stage 2 maths: fractions, ratio, time, money, multi-step word problems, and clean arithmetic under time pressure. For GCSE, the same distance formula time speed relationship expands into algebraic rearrangement, units in m/s and km/h, and interpreting graphs.
Use one rule: only buy materials that match your child’s exam format and timing. GL-style multiple choice behaves differently from independent school written solutions, and GCSE requires method marks, not just answers.
Essential Learning Resources for UK 4+, 7+, 11+, 13+ and GCSE
Below are parent-tested resources that align well to UK admissions and school exams. Where possible, prioritise materials with clear mark schemes and timed practice, because distance formula time speed errors are often “one-step slips” that only show up under time pressure.
| Exam stage | Best resource type | What it’s best for | Parent “buy/not buy” rule |
|---|---|---|---|
| 4+ | Teacher-made numeracy games + short oral questions | Number sense, listening, following instructions | Don’t buy long workbooks; do 10–15 min, 3–4×/week |
| 7+ | Problem-solving workbooks + mental maths drills | Fast arithmetic, simple measures/time, multi-step reasoning | Avoid GCSE-style “speed” sheets; keep questions concrete |
| 11+ | GL-style practice + worded problem packs + mock papers | Timing, accuracy, modelling, comprehension | Only buy papers matching your target area/school format |
| 13+ | School-specific sample papers + KS3 mastery practice | Harder reasoning, longer problem chains | Choose depth over volume; mark and redo wrong questions |
| GCSE | Specification-matched revision + exam papers | Method marks, algebraic manipulation, graphs | Use your exam board papers first; generic packs second |
For GL-style materials (common in grammar-school testing), check official practice guidance and question styles via GL Assessment. For statutory curriculum expectations (useful if you’re unsure what “age-appropriate” means), cross-check via GOV.UK.
Resource shortlist (what we see working in real admissions prep)
This is the short list we see parents use effectively, provided they mark work properly and retest errors. The key is to use each resource for one job: concept teaching, mixed practice, or timed exam simulation.
| Resource | Best for | Strength | Limitation | Where it fits |
|---|---|---|---|---|
| CGP (age-appropriate maths) | KS1–KS4 coverage | Clear explanations, lots of practice | Can encourage “page-turning” without depth | Concept + consolidation |
| Bond (11+) | 11+ mixed practice | Accessible, good routine builder | Not always as hard as top grammar papers | Baseline + consistency |
| School sample papers | 7+/11+/13+ | Closest to the real exam style | Limited quantity | Final 8–12 weeks |
| Exam-board GCSE past papers | GCSE | Exact mark schemes and command words | Needs structured review or gaps persist | Core revision loop |
| Think Academy live classes + platform practice | 5–13 (including 11+) | Logic-first teaching, CPA method, targeted homework | Requires weekly attendance | Gap-fixing + stretch |
Comparison: Online Platforms vs Traditional Tutors
Families aiming at top grammars and independents usually need two things: precise diagnosis (what’s actually wrong) and repeatable practice (so it sticks). One-to-one tutoring can be excellent, but quality varies; online platforms vary even more. Choose based on whether your child needs explanation, practice, or timed performance.
| Provider | Cost | Adaptive Learning? | Live Tuition? | Mock Exams? |
|---|---|---|---|---|
| Traditional 1:1 tutor | Often £40–£120/hr (London commonly higher) | No | Yes | Sometimes |
| Local tuition centre | Typically £15–£40/hr equivalent | No | Yes (group) | Sometimes |
| Self-study books only | £5–£15 per book | No | No | No |
| Online question bank (self-paced) | Varies (often subscription) | Sometimes | No | Sometimes |
| Think Academy (Live + Tech) | Programme-based | Yes (gap targeting) | Yes (small group) | Yes (timed practice/diagnostics) |
Where this matters for distance formula time speed: if a child repeatedly gets these wrong, it’s usually because they can’t decide which numbers are distance vs time, or they mishandle units (minutes vs hours). A good programme forces the “model first, calculate second” habit and then repeats it across contexts.
Time Management & Revision Techniques (what to do each week)
Most families under-use the highest ROI habit: short, timed sets plus immediate correction. For admissions tests and GCSE alike, speed improves when methods are consistent, not when children race.
- Pomodoro: 20 minutes work + 5 minutes break, repeated twice, then stop. For under-11s, use 15 + 5.
- Spaced repetition: reattempt the same question type 2 days later and again 7 days later.
- Mistake notebook: write the question type, the exact error (e.g., “forgot to convert 45 minutes to 0.75 hours”), and the corrected method.
A weekly structure that works for busy families is 4 sessions: two “concept + practice” sessions, one “mixed questions” session, one “timed mini-mock” session. For 11+, keep timed sets short (10–15 questions) so accuracy feedback is immediate. For GCSE, mark using the mark scheme and rewrite the method to secure method marks.
distance formula time speed: A UK Parent Checklist
This is the fastest way to stop repeated errors on speed-distance-time questions without jumping ahead of the UK curriculum stage. The aim is consistent modelling: identify knowns/unknowns, standardise units, then compute.
- Write the relationship in words first: distance = speed × time.
- Circle units in the question (miles, km, minutes, hours).
- Convert time before calculating (e.g., 30 minutes = 0.5 hours).
- Estimate the answer range (sanity check). If a car travels 60 mph for half an hour, distance should be about 30 miles.
Think Academy’s approach is to master the logic using the CPA method: concrete examples (real journeys), pictorial models (bar models/timelines), then abstract formula work. Children who learn this way usually stop guessing which operation to use.
People Also Ask: UK Exam Prep FAQs
Q1: Is “speed-distance-time” (distance formula time speed) part of the 11+ syllabus?
Yes, but at Key Stage 2 level: time conversion, simple units, and multi-step word problems. You should not expect GCSE-style graphs or algebraic rearrangement in typical 11+ maths papers, although top grammars may wrap it inside harder reasoning.
Q2: What’s the biggest reason children drop marks on distance formula time speed questions?
Unit errors. The most common is mixing minutes and hours (e.g., treating 45 minutes as 45 hours or as 0.45 hours). Second is misreading the question: children calculate speed when the question asks for distance (or vice versa).
Q3: Do I need a tutor for 11+ or GCSE, or is self-study enough?
Self-study can work if your child reliably marks, corrects, and reattempts errors. If you’re seeing repeated mistakes in the same topic (including distance formula time speed) for 2–3 weeks, targeted teaching is usually more efficient than buying more books.
Q4: How many hours a week should my child revise without burning out?
For 11+, many successful candidates do 3–5 focused hours/week in Year 5, rising to 5–7 in Year 6 with short timed sets. For GCSE, typical effective revision is 5–10 hours/week depending on year group and target grades, but the quality of marking and reattempting matters more than raw hours.
Conclusion & Next Steps
If you want measurable improvement, choose fewer resources, mark properly, and run timed checkpoints that target the same weak patterns. For most children, the quickest wins come from unit conversion accuracy, clear modelling, and deliberate reattempts — especially on distance formula time speed word problems where reading and maths interact under time pressure.
