specification overview
AQA GCSE Mathematics (8300) is a two-tier linear qualification (Foundation and Higher) with three 1h 30m written papers. Paper 1 is non-calculator; Papers 2 and 3 are calculator. Each paper is 80 marks and worth 33.3%, sat at the end of Year 11.
subject content
1. Number
Papers 1, 2, 3- Structure and calculation, fractions, decimals and percentages
- Measures and accuracy (bounds, standard form)
- Ratio, proportion and rates of change
2. Algebra
Papers 1, 2, 3- Notation, vocabulary, manipulation
- Graphs, solving equations and inequalities
- Sequences (Higher: including quadratic, geometric)
3. Geometry and measures
Papers 1, 2, 3- Properties and constructions, mensuration and calculation
- Vectors, transformations, similar shapes
- Higher: trigonometry (sine/cosine rules), circle theorems
4. Probability
Papers 1, 2, 3- Experimental and theoretical probability, tree diagrams, sample space
- Higher: conditional probability, Venn diagrams
5. Statistics
Papers 1, 2, 3- Data collection, presentation, interpretation
- Averages and measures of spread
- Higher: histograms with unequal class widths
assessment structure
| Paper | What's assessed | Length | Marks | Weight | Question types |
|---|---|---|---|---|---|
| Paper 1 (Non-calculator) | All 6 content areas | 1h 30m | 80 | 33.3% | Mix of short-answer, structured and problem-solving questions. No calculator permitted |
| Paper 2 (Calculator) | All 5 content areas | 1h 30m | 80 | 33.3% | Mix of short-answer, structured and problem-solving questions. Scientific calculator permitted |
| Paper 3 (Calculator) | All 5 content areas | 1h 30m | 80 | 33.3% | Mix of short-answer, structured and problem-solving questions. Scientific calculator permitted |
All three papers must be sat at the same tier. Foundation grades 5-1, Higher grades 9-4 with safety net grade 3. There is no formulae sheet at the start of the papers: the specification lists formulae students must memorise, and the small number they are not expected to memorise (e.g. volume/surface area of a sphere and cone, kinematics formulae) are printed within the relevant question. Formulae sheets were a temporary Covid-recovery measure for the 2022 and 2023 series only.
assessment objectives
| AO | What it means | Overall |
|---|---|---|
| AO1 | Use and apply standard techniques. | 50% F / 40% H |
| AO2 | Reason, interpret and communicate mathematically. | 25% F / 30% H |
| AO3 | Solve problems within mathematics and in other contexts. | 25% F / 30% H |
higher vs foundation
| Aspect | Foundation tier | Higher tier |
|---|---|---|
| Grades available | 5-1 | 9-4 (with safety net grade 3) |
| Additional Higher content | Standard content | Adds: quadratic sequences, sine/cosine rules, circle theorems, histograms with unequal classes, conditional probability, iteration |
| Question style | More structured, easier arithmetic, more MCQ-style | Multi-step problem-solving, harder algebra, tougher application |
key tips for success
Master non-calculator arithmetic
Paper 1 (33.3%) is non-calculator. Drill: long multiplication, long division, fractions, decimals, percentages, standard form. Speed matters.
Learn key formulas cold
AQA gives a few formulas within the question; you must memorise the rest. Know: quadratic formula, sine rule, cosine rule and area = 1/2 ab sin C (Higher), circle circumference and area, Pythagoras, trigonometric ratios.
Practise problem-solving structure
AO3 (25-30%) rewards problem-solving. Multi-step questions need: read, plan, work through step-by-step, check units, check reasonableness.
Master algebra manipulation (Higher)
Higher tier rewards fluent algebra: factorising quadratics, completing the square, algebraic fractions. Drill until automatic.
Learn circle theorems (Higher)
Higher tier tests circle theorems (commonly listed as 7-8 named results; the spec doesn't publish a fixed count). Typical ones include: angle at centre = 2x angle at circumference, angles in the same segment, cyclic quadrilateral, alternate segment. Learn them and practise applying.
Practise past papers under time
AQA past papers are widely available. Do timed practice for all 3 papers. Watch time-per-mark (roughly 1.1 minutes per mark).
Where to next
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