Most A-Level Maths timetables fail within a fortnight, and it is rarely because the student lacked discipline. It is because the timetable was built the wrong way round: topics were listed in the order they appear in the textbook, given equal time, and slotted into whatever hours looked free. That produces a document that looks organised and does almost nothing to move a grade.
A timetable that actually works is built from a diagnosis, weighted by how much a topic is worth and how weak you currently are in it, and structured so that the same material returns more than once before the exam. None of that is complicated, but it does mean resisting the urge to start with a blank grid and simply write subjects into boxes.
Step 1: diagnose before you plan anything
Before you allocate a single hour, find out where the marks are actually being lost. Take the specification for your board — Edexcel, AQA, OCR or OCR MEI — and go through it topic by topic. For each one, do two or three past paper questions cold, with no notes and a timer running. Mark them strictly against the published mark scheme.
This produces a list you can trust, rather than a list based on how confident a topic feels. Confidence and competence are not the same thing at this level: a topic that felt secure a year ago in the classroom often turns out to have decayed, while a topic you dreaded may already be solid because you have practised it heavily since.
Step 2: weight topics by marks, not by how much you enjoy them
It is tempting to spend disproportionate time on topics you find satisfying — a clean mechanics question, or a proof you can follow — and to avoid the ones that feel dull, such as algebraic fractions or the large data set in statistics. Grade boundaries do not care which topics you enjoyed; they add up marks across the whole paper.
A rough but effective weighting is to multiply the number of marks a topic typically carries by a confidence penalty, so that a big, shaky topic like trigonometric identities or integration by substitution outranks a small, shaky topic like coordinate geometry of circles, even though both feel equally uncomfortable.
| Topic | Typical marks on paper | Confidence (1–5, 1 = weak) | Priority score |
|---|---|---|---|
| Integration by parts and substitution | 12–18 | 2 | High |
| Circle geometry | 6–8 | 2 | Medium |
| Binomial expansion | 8–10 | 4 | Low |
Step 3: build the weekly skeleton first, topics second
Decide the shape of a normal week before you decide what goes in it. This matters because the shape has to survive weeks when school work, sport, or family commitments eat into the time you hoped to have. A skeleton built around fixed daily and weekly habits copes with disruption far better than a plan built around specific clock times.
- A short daily slot, 10–15 minutes, for recall: formulae not given in the booklet, standard results, and definitions, tested by writing them from blank.
- Three or four longer sessions of 40–60 minutes across the week, each dedicated to one weak topic taken to independent accuracy.
- One mixed-topic session where questions are not labelled by chapter, so you practise selecting a method as well as executing it.
- A recurring slot, at least fortnightly, for a full timed past paper followed by strict marking and error analysis.
Notice that only one of those four elements — the weak-topic sessions — actually changes week to week. The other three are structural and should stay fixed for the whole term, which is what makes the timetable resilient rather than something you abandon after a bad week.
Step 4: schedule topics to return, not just to appear once
A single block of revision on a topic produces a short-lived improvement. Long-term retention comes from spaced repetition: covering a topic, moving away from it, and returning to it a week or two later once some forgetting has happened. That return is what converts a topic from 'recently practised' to 'actually secure'.
A worked example: scheduling integration
Suppose integration by parts is flagged as high priority. Rather than spending an entire Saturday on it once, a better pattern is: 45 minutes of focused practice in week 1, a handful of interleaved questions inside a mixed exercise in week 2, and a full check — several exam-style questions done cold, no notes — in week 4. If the week 4 check goes well, the topic drops down the priority list; if it does not, it goes back near the top rather than being assumed fixed.
Step 5: build in review time, not just new content time
Every fortnight or so, set aside a session purely to redo questions you previously got wrong, without looking at your original answer first. This single habit — going back to old mistakes rather than only moving forward to new topics — is the one most students skip under time pressure, and it is usually the one with the highest return on the hours spent.
A term-length example structure
| Phase | Length | Main focus |
|---|---|---|
| Diagnosis | 1 week | Test every topic cold; build the priority list |
| Foundation building | 4–5 weeks | Work through the highest-priority topics to independent accuracy |
| Interleaving | 2–3 weeks | Mixed-topic exercises, unlabelled, plus fortnightly full papers |
| Consolidation | 2 weeks before exams | Only past papers, timed, plus daily recall and rapid gap-fixing |
This shape works whether the exam is in May, in a January mock, or an end-of-term assessment — only the length of each phase changes. A four-week run-up compresses the phases; a full term stretches them.
Common planning mistakes
- Splitting time evenly across all topics regardless of marks and confidence, which spends as much time on a rarely-tested topic as on a heavily-weighted one.
- Filling the timetable with hours that do not actually exist once school, sleep and other commitments are accounted for, guaranteeing early failure and discouragement.
- Treating the timetable as fixed rather than something to update weekly as new evidence — mock results, past paper scores — comes in.
- Scheduling only new content and never scheduling review of what has already been covered.
- Planning by subject headings ('Pure 2') rather than by the specific skill that needs fixing ('integration by substitution with trigonometric identities').
Keeping the timetable honest week to week
At the end of each week, spend five minutes updating the priority list rather than assuming the original diagnosis still holds. A topic you worked on hard should be re-tested, not just ticked off; a topic that keeps causing errors on unrelated questions — algebraic manipulation is the classic example — may need to move back up the list even if it was not the original focus of the session.
This is also the point at which it is worth being honest about whether a stalled topic is actually a topic problem or a foundations problem. A student who cannot reliably integrate is often struggling with algebraic fractions or trigonometric identities underneath, not with integration itself, and no amount of extra integration practice fixes a problem one layer below.
The short version
- Diagnose weaknesses with timed, cold, strictly marked questions before planning anything.
- Weight topics by marks available and by tested confidence, not by preference.
- Fix the weekly skeleton — daily recall, weak-topic sessions, mixed practice, periodic full papers — before filling in topics.
- Schedule topics to return more than once, not to appear in a single block.
- Review and adjust the plan weekly using real evidence from that week's work.