Paper Anatomy
~12 min · WST01 · 1.1
WST01 · 1.1 · 12 min
90 minutes, 75 marks, no Section A/B/C — like WMA13, not like WEC13/WBS13, WST01 is one flat sequence of compulsory questions, each carrying its own printed mark tariff, marked in the same M/A/B code system every Pearson IAL Maths unit shares. What's genuinely this paper's own: an explicit, spec-published AO1-AO5 weighting where AO3 — modelling, interpretation, assumptions and refinement — carries 15 to 20 of the 75 marks, a share no Pure-Maths unit on this qualification reaches. This is the standing reference for that shape: the real numbers, a real per-question mark breakdown independently checked against one full series, and the one mechanism — an M mark and the A mark chained to it — that decides whether a correct final answer earns anything at all.
The real numbers — and the one real per-question breakdown behind them
WST01 is a 90-minute written exam worth 75 marks, confirmed identical across all 14 series this course's own research pass reviewed (Jun 2019 → Jan 2025) and independently re-checked here directly against a real paper: the January 2023 WST01/01 front page states, verbatim, "Time 1 hour 30 minutes" and, in its own Information section, "There are 6 questions in this question paper. The total mark for this paper is 75." There is no Section A/B/C anywhere on that front page, in its instructions, or anywhere in the matching mark scheme — WST01 is shaped the way WMA13 is, not the way WEC13/WBS13 are: one flat sequence, each question its own self-contained mark tariff, not a Section A/B/C split with different item types in each.
The number of questions is real but not fixed by the spec — this course's own research pass counted 6, 7 or 8 across the 14 series reviewed, and January 2023 specifically (independently confirmed here, filling a gap that series' own count left open in the earlier research pass) has 6. What IS fixed, on every series checked, is the 75-mark total and the 90-minute duration; the question count is Pearson's own choice each series, not a promise a lesson should make to a student. Every question also states its own total explicitly, printed at the point of the last part — "(Total for Question 1 is 10 marks)" is the literal, verbatim closing line under Question 1 on the real January 2023 paper.
Answering all questions is compulsory — no choice of question, on this paper or on any other Pearson IAL Maths unit. The spec's own Assessment Information (§S1.2) states "Students must answer all questions," and the real question paper's own Instructions match it independently: "Answer all questions and ensure that your answers to parts of questions are clearly labelled," reinforced again under Advice as "Try to answer every question."
Reading a full real series end to end gives a genuine per-question mark breakdown, not an assumed one: January 2023's six questions carry 10, 10, 11, 13, 17, 14 marks respectively — summing to exactly 75. The spread matters more than the flat average does. The smallest question (Q1, reading a histogram and computing summary statistics) is 10 marks, barely over a tenth of the paper; the largest (Q5, standardisation and conditional probability under a Normal model) is 17 marks, close to a quarter of the whole exam in one question — a genuinely uneven distribution the flat average below can't show on its own.
The real front page states its own pacing rule directly, in Pearson's own words rather than this course's derived arithmetic: "The marks for each question are shown in brackets – use this as a guide as to how much time to spend on each question." At the paper-wide average, 90 minutes over 75 marks works out to 1.2 minutes — 72 seconds — per mark (the identical average WMA13 shares, since both units are built to the same 90-minute/75-mark shape). That average is the right starting point for a rough plan, and the wrong number to trust question by question once a real paper is in front of you: budget against each question's own printed marks, exactly as Pearson's own front page instructs, not against the flat average applied blindly across a 10-mark question and a 17-mark question alike.
What's genuinely this paper's own: no MCQs, real command verbs, and an AO weighting no Pure unit reaches
Every item on the real WST01 record is free-response and multi-part — there is no multiple-choice item anywhere in this paper's own structure, the same shape WMA13 has and WEC13's Section A doesn't. Worth stating plainly since it cuts the other way against how this course's own lessons are built: the MCQ blocks inside WST01's individual content lessons (prequestions, retrieval-practice MCQs) are VERIDIAN-original teaching tools, built for spaced retrieval, not a reproduction of the real exam's own item format. A student should never expect to see a lettered multiple-choice item on the real paper.
WST01's real command verbs describe an OPERATION, not a levels band the way WEC13's 'Evaluate'/'Discuss' split does — there's no equivalent essay-vs-short-item command-word ladder here. Confirmed directly from the real January 2023 paper: "Use the histogram to complete the frequency table," "Estimate the number of people who took less than 16 minutes," "Find an estimate for the mean," "use linear interpolation to estimate the interquartile range," "Find the probability that...," "Given that all three marbles selected are the same colour, find the probability that they are all green." This course's own wider research record adds further real verbs from other series: "state," "explain," "comment on," "give a reason," and — recurring across every topic on the paper, not confined to one series — "show that."
WST01 also carries its own real, spec-published AO1-AO5 weighting (spec pp.68-69, all figures out of 75): AO1 (recall/select/use knowledge of facts, concepts, techniques) 20-25; AO2 (construct rigorous arguments, logical deduction, manipulation) 20-25; AO3 (recall/select/use knowledge of standard mathematical models; interpret results in terms of the original situation, including assumptions and refinement) 15-20; AO4 (comprehend translations of realistic contexts into mathematics; use results to make predictions/comment on context) 5-10; AO5 (use calculator technology/formulae booklet/tables accurately and efficiently; know when not to use them; give answers to appropriate accuracy) 5-10. AO3's 15-20/75 range is unusually high for this qualification — the Pure Mathematics units cap AO3 far lower on the same spec table (P1 at 5-15, P2 through P4 at just 5-10) — a comparison this course's own research pass draws as its own analysis of the published table, not a ranking Pearson states outright. Why that range matters in practice, and how a topic with almost no standalone past-paper question of its own can still be worth a fifth of the paper, is the entire subject of mathematical-modelling-in-probability-and-statistics.ts, registered earlier in this paper's own reading order — not repeated in depth here.
One honest limit on that AO table, checked directly rather than assumed: it is published once, at unit level, as an aggregate range for the whole 75-mark paper — it is never printed on an individual mark-scheme line. Every one of the 75 individual mark points across all six questions of the real January 2023 mark scheme carries only an M, A, or B code (plus the standard abbreviations — cao, oe, ft, dep, cso, SC); not one of them is tagged AO1 through AO5. A WST01 mark scheme tells you exactly how a mark was earned; it never tells you which assessment objective that specific mark counted toward.
Mechanism
What the M/A/B code actually decides, and why a printed answer doesn't loosen it
The mark-type definitions are paper-wide, not written specifically for Statistics — confirmed directly from the real January 2023 mark scheme's own "PEARSON EDEXCEL IAL MATHEMATICS — General Instructions for Marking," the identical heading and near-identical text WMA13's own mark schemes open with. A genuinely telling detail found in that direct read: the WST01 copy still carries a Mechanics-flavoured example sentence inside its own definition of an M mark — "In Mechanics they are usually awarded for the application of some mechanical principle to produce an equation... e.g. resolving in a particular direction, taking moments about a point, applying a suvat equation" — printed verbatim inside a Statistics mark scheme that never once uses moments or suvat equations itself. That's not a WST01-specific rule bleeding in by mistake; it's direct evidence this general guidance is one shared document reused across this qualification's entire Maths suite (P1-P4, M1-M3, S1-S3, D1), not bespoke phrasing for S1, the same paper-wide status WMA13's own mechanism block already establishes for its own paper. What the examiner is actually reading for is the same three-stage process on both papers: an M mark rewards "a correct method or an attempt at a correct method" — not a correct final number, and not general effort; an A mark is "dependent... and can only be awarded if the previous M mark has been earned — e.g. M0 A1 is impossible"; a B mark is "independent... where there is no method (e.g. often given for a comment or for a graph)." On a 'show that' item specifically — where the target value is printed in the question — this dependency bites hardest: real January 2023 Q5(d) is coded M1, A1ft, A1*, and the mark scheme's own note on that final A1* reads "answer is given so there must be a fully correct solution given with no errors." No method shown means the M mark is never earned, and because the A marks that follow are explicitly chained to it, a correct final value copied straight from a calculator with no visible working can score zero on that part, whatever the number itself says. The full skill of recognising and answering a 'show that' item is its own dedicated lesson, show-that-answer-discipline.ts — this mechanism is why that lesson's discipline exists at the level of the mark scheme itself, not just as exam-technique advice layered on top of it.
- 90 minutes, 75 marks. Students answer all questions — no choice of question, confirmed on both the spec and a real question-paper front page.
- 6-8 compulsory questions across the 14 series reviewed — not fixed by the spec. No Section A/B/C: one flat sequence, each question its own printed mark tariff, ending in its own "(Total for Question N is X marks)" line.
- ≈1.2 min (72 sec) per mark on average (90/75) — one real series, Jan 2023: 10, 10, 11, 13, 17, 14 = 75. Budget against each question's own printed marks, per the real front page's own instruction.
- Marked in M/A/B lines (method/accuracy/standalone) — the same paper-wide Pearson IAL Maths code system WMA13 uses, not a Statistics-specific scheme. A marks depend on M — M0 blocks every chained A; a 'show that' item's final A mark is starred and needs a fully correct, error-free solution.
- AO1-AO5 weighted out of 75: AO1 20-25, AO2 20-25, AO3 15-20 (unusually high for this qualification), AO4 5-10, AO5 5-10 — published at unit level in the spec; never tagged on an individual mark-scheme line.
- Calculators allowed (ordinary scientific only — no symbolic algebra/differentiation/integration, no stored formulae). No multiple-choice item anywhere in the real record.
What this page does not claim, stated plainly. It does not claim the 10/10/11/13/17/14 per-question mark breakdown above is typical of every WST01 series — it is the real, independently checked breakdown of exactly one series, January 2023; this course's wider research pass records the RANGE of question counts across all 14 series reviewed (6-8) but not a per-question mark breakdown for any series besides this one, and this page does not invent one for the rest. It does not claim examiner-report coverage of this paper's failure patterns is exhaustive — only 5 of the 14 mark-scheme series this course's research pass reviewed have a confirmed, independently verified examiner report (Jan 2021, Oct 2021, Jun 2022, Jan 2023, Jun 2024). And it does not claim WST01 mark schemes label individual marks by AO1-AO5 — checked directly against all 75 mark points across all six questions of the real January 2023 mark scheme, every one carries only an M, A, or B code, never an AO tag; the AO1-AO5 weighting is a real, spec-published, whole-paper planning fact, not something any mark scheme this course reviewed ever tags a specific line with.
Not affiliated with or endorsed by Pearson Edexcel. The total-marks, duration, question-count-range, calculator-policy and AO1-AO5 facts above are drawn from WST01-verified-facts.md §2 and §2b, this course's compiled research pass, itself checked against the official spec PDF (Issue 3, April 2019) and 14 real question-paper front pages. This lesson adds one further, independent check on top of that, done specifically for this page: the real January 2023 WST01/01 question paper (Publications Code/QP Log Number P72072A, physicsandmathstutor.com mirror) and its matching mark scheme (Publications Code WST01_01_MS_2301, dynamicpapers.com mirror — the same document WST01-verified-facts.md itself already cites elsewhere, re-fetched and re-read directly here rather than assumed) were both read page by page today to confirm the front-page rubric verbatim, to build the six-question mark breakdown (10, 10, 11, 13, 17, 14 = 75) quoted throughout this page, and to independently verify the General Instructions for Marking and Special Notes for marking Statistics exams boilerplate. The comparison of WST01's AO3 range to the Pure Mathematics units' own AO3 caps is this course's own analysis of the same published spec table, not a ranking Pearson states outright — flagged as such here for the same reason it's flagged in WST01-verified-facts.md §8 and in mathematical-modelling-in-probability-and-statistics.ts's own header comment.
Practice this for real
This site teaches the mechanism; the exam is sat on Pearson's own real questions. Go find and attempt these yourself — nothing here substitutes for actually sitting a timed paper.
Pearson's official past-papers portalSelect International Advanced Level → Mathematics → any series, then look for WST01.
That’s the end of Statistics 1.
You've finished the reading order. 14 lessons left unmarked — worth a pass before you call it done.
Back to the contents