Cambridge 0580 · counted from 42 papers
Most common topics in IGCSE Maths 0580
Across 42 real Cambridge 0580 papers from 2023 to 2025, the topic that carries the most marks is Equations — 324 marks, 7.7% of everything, appearing on 40 of the 42 papers. Next come Non-right-angled triangles (4.6%) and Surface area and volume (4.2%). The ten biggest topics together account for 41% of the marks.
Cambridge publishes a syllabus, not a weighting. These figures are counted from the papers themselves: every part of every question Quanta holds is filed under the topic it tests, and its marks are added up. That makes this the closest thing to a real answer to “what comes up most”.
Updated 28 September 2026
What comes up most on 0580 Paper 2
Counted from 21 Paper 2 sittings (2023–2025). The top topic is Equations at 8% of the paper. Every Paper 2 sitting →
What comes up most on 0580 Paper 4
Counted from 21 Paper 4 sittings (2023–2025). The top topic is Equations at 7.5% of the paper. Every Paper 4 sitting →
By syllabus section
The same marks, grouped into the syllabus’s own sections:
Every 0580 topic, ranked
All 72 topics, most marks first. “On papers” counts how many of the 42 papers gave the topic at least one mark. Topics in blue have a free Quanta guide.
| # | Topic | Marks | Share | On papers |
|---|---|---|---|---|
| 1 | EquationsAlgebra and graphs | 324 | 7.7% | 40/42 |
| 2 | Non-right-angled trianglesTrigonometry | 192 | 4.6% | 27/42 |
| 3 | Surface area and volumeMensuration | 177 | 4.2% | 27/42 |
| 4 | PercentagesNumber | 175 | 4.2% | 29/42 |
| 5 | Algebraic manipulationAlgebra and graphs | 159 | 3.8% | 34/42 |
| 6 | Averages and measures of spreadStatistics | 158 | 3.8% | 31/42 |
| 7 | FunctionsAlgebra and graphs | 153 | 3.6% | 24/42 |
| 8 | DifferentiationAlgebra and graphs | 148 | 3.5% | 23/42 |
| 9 | TransformationsTransformations and vectors | 134 | 3.2% | 21/42 |
| 10 | SequencesAlgebra and graphs | 113 | 2.7% | 21/42 |
| 11 | Circles, arcs and sectorsMensuration | 108 | 2.6% | 25/42 |
| 12 | Probability of combined eventsProbability | 104 | 2.5% | 25/42 |
| 13 | Algebraic fractionsAlgebra and graphs | 104 | 2.5% | 24/42 |
| 14 | Graphs of functionsAlgebra and graphs | 102 | 2.4% | 13/42 |
| 15 | AnglesGeometry | 98 | 2.3% | 24/42 |
| 16 | Right-angled trianglesTrigonometry | 83 | 2% | 22/42 |
| 17 | Vector geometryTransformations and vectors | 82 | 2% | 20/42 |
| 18 | Pythagoras' theorem and trigonometry in 3DTrigonometry | 79 | 1.9% | 17/42 |
| 19 | Circle theorems IGeometry | 78 | 1.9% | 22/42 |
| 20 | InequalitiesAlgebra and graphs | 77 | 1.8% | 14/42 |
| 21 | SimilarityGeometry | 75 | 1.8% | 19/42 |
| 22 | Indices IIAlgebra and graphs | 71 | 1.7% | 25/42 |
| 23 | Trigonometric functionsTrigonometry | 63 | 1.5% | 17/42 |
| 24 | Limits of accuracyNumber | 62 | 1.5% | 20/42 |
| 25 | RatesNumber | 62 | 1.5% | 12/42 |
| 26 | SetsNumber | 60 | 1.4% | 20/42 |
| 27 | Perpendicular linesCoordinate geometry | 58 | 1.4% | 15/42 |
| 28 | The four operationsNumber | 57 | 1.4% | 17/42 |
| 29 | Types of numberNumber | 54 | 1.3% | 17/42 |
| 30 | HistogramsStatistics | 52 | 1.2% | 19/42 |
| 31 | Ratio and proportionNumber | 49 | 1.2% | 17/42 |
| 32 | Cumulative frequency diagramsStatistics | 48 | 1.1% | 8/42 |
| 33 | Scale drawingsGeometry | 46 | 1.1% | 16/42 |
| 34 | Area and perimeterMensuration | 42 | 1% | 14/42 |
| 35 | ProportionAlgebra and graphs | 41 | 1% | 14/42 |
| 36 | Length and midpointCoordinate geometry | 41 | 1% | 11/42 |
| 37 | Introduction to probabilityProbability | 40 | 1% | 22/42 |
| 38 | Fractions, decimals and percentagesNumber | 36 | 0.9% | 13/42 |
| 39 | Vectors in two dimensionsTransformations and vectors | 35 | 0.8% | 18/42 |
| 40 | Exponential growth and decayNumber | 34 | 0.8% | 11/42 |
| 41 | Circle theorems IIGeometry | 34 | 0.8% | 9/42 |
| 42 | Sketching curvesAlgebra and graphs | 33 | 0.8% | 10/42 |
| 43 | Standard formNumber | 32 | 0.8% | 12/42 |
| 44 | SurdsNumber | 32 | 0.8% | 7/42 |
| 45 | Magnitude of a vectorTransformations and vectors | 31 | 0.7% | 13/42 |
| 46 | Statistical charts and diagramsStatistics | 30 | 0.7% | 9/42 |
| 47 | Conditional probabilityProbability | 29 | 0.7% | 9/42 |
| 48 | Graphs in practical situationsAlgebra and graphs | 26 | 0.6% | 8/42 |
| 49 | Indices INumber | 25 | 0.6% | 9/42 |
| 50 | MoneyNumber | 25 | 0.6% | 9/42 |
| 51 | Compound shapes and parts of shapesMensuration | 25 | 0.6% | 4/42 |
| 52 | Equations of linear graphsCoordinate geometry | 21 | 0.5% | 8/42 |
| 53 | Scatter diagramsStatistics | 18 | 0.4% | 6/42 |
| 54 | TimeNumber | 16 | 0.4% | 10/42 |
| 55 | Introduction to algebraAlgebra and graphs | 16 | 0.4% | 8/42 |
| 56 | Gradient of linear graphsCoordinate geometry | 16 | 0.4% | 7/42 |
| 57 | Geometrical constructionsGeometry | 14 | 0.3% | 5/42 |
| 58 | SymmetryGeometry | 13 | 0.3% | 8/42 |
| 59 | Pythagoras’ theoremTrigonometry | 13 | 0.3% | 4/42 |
| 60 | Units of measureMensuration | 11 | 0.3% | 6/42 |
| 61 | EstimationNumber | 10 | 0.2% | 5/42 |
| 62 | Exact trigonometric valuesTrigonometry | 10 | 0.2% | 4/42 |
| 63 | Relative and expected frequenciesProbability | 9 | 0.2% | 8/42 |
| 64 | Using a calculatorNumber | 6 | 0.1% | 4/42 |
| 65 | Geometrical termsGeometry | 5 | 0.1% | 4/42 |
| 66 | Powers and rootsNumber | 5 | 0.1% | 4/42 |
| 67 | CoordinatesCoordinate geometry | 5 | 0.1% | 2/42 |
| 68 | Interpreting statistical dataStatistics | 4 | 0.1% | 3/42 |
| 69 | Drawing linear graphsCoordinate geometry | 4 | 0.1% | 2/42 |
| 70 | OrderingNumber | 4 | 0.1% | 2/42 |
| 71 | Parallel linesCoordinate geometry | 3 | 0.1% | 1/42 |
| 72 | Classifying statistical dataStatistics | 1 | 0% | 1/42 |
How this was counted
Each question part is filed under the one topic it mainly tests. Where a part also draws on a second topic, it counts only once, under the first — so these numbers slightly understate topics that mostly appear as support for others, and never double-count. Figures cover the 42 0580 papers Quanta has mapped, 2023–2025; they describe what those papers asked, not what a future paper will. What each paper needed for each grade →
Practise Mathematics against real mark schemes
Quanta has real Cambridge IGCSE Maths 0580 past-paper questions, broken into skill checkpoints, marked criterion by criterion the way examiners mark — and it tracks which skills you’re missing. Free for individual students.
Start practising freeCommon questions
What topic comes up most in 0580?
Equations, with 324 marks across 42 papers — 7.7% of the total — appearing on 40 of them. Non-right-angled triangles and Surface area and volume are next.
Is this the official Cambridge weighting?
No — Cambridge does not publish topic weightings. These are counted from real past papers, which makes them a measurement of what has been asked rather than an official rule. The pattern is stable year to year, which is what makes it useful for deciding where revision time goes.
Should I only revise the most common topics?
No — any syllabus topic can be examined. But the ranking tells you where marks have concentrated, and the topics near the top are the ones where being secure pays back most. The ones that appeared on every paper are the safest place to start.