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GCSE Maths curriculum

Specification coverage

97 specification codes and how many skills map to each.

v1 mapping, pending teacher review. Only AQA and Edexcel are mapped so far. The first 3 pilot worksheets and their worked answers are available; remaining worksheets are coming soon. All videos are still coming soon.

CodeStrandSummaryAQA pagesEdexcel pagesSkills
N1NumberOrdering and comparison115, 122
N2NumberPlace value and arithmetic115, 1211
N3NumberInverse operations and operation order125, 123
N4NumberPrimes, factors and multiples125, 123
N5NumberSystematic counting125, 122
N6NumberPowers, roots and estimates135, 122
N7NumberInteger and fractional indices135, 123
N8NumberExact calculation and surds135, 123
N9NumberStandard form135, 123
N10NumberFraction and decimal conversion145, 135
N11NumberFractions within ratio145, 131
N12NumberFraction and percentage operators145, 132
N13NumberUnits and measures146, 134
N14NumberEstimation and checking156, 132
N15NumberRounding and error intervals156, 132
N16NumberLimits of accuracy156, 132
A1AlgebraAlgebraic notation166, 132
A2AlgebraSubstitution166, 132
A3AlgebraAlgebraic vocabulary176, 131
A4AlgebraAlgebraic manipulation176, 1415
A5AlgebraFormulae and rearrangement187, 143
A6AlgebraEquivalence, arguments and proof187, 143
A7AlgebraFunctions187, 143
A8AlgebraCoordinates187, 142
A9AlgebraStraight-line equations197, 144
A10AlgebraLinear gradients and intercepts197, 142
A11AlgebraQuadratic features197, 143
A12AlgebraRecognising function graphs197, 144
A13AlgebraGraph translations and reflections20141
A14AlgebraContextual graphs207, 151
A15AlgebraGraph gradients and areas20152
A16AlgebraCircle equations and tangents20151
A17AlgebraLinear equations217, 155
A18AlgebraQuadratic equations217, 156
A19AlgebraSimultaneous equations217, 154
A20AlgebraNumerical solutions and iteration21152
A21AlgebraForming equations and interpreting solutions227, 151
A22AlgebraInequalities227, 154
A23AlgebraGenerating sequences228, 151
A24AlgebraSpecial sequences238, 152
A25AlgebraNth terms238, 152
R1Ratio and proportionUnit conversions238, 163
R2Ratio and proportionScales and maps238, 161
R3Ratio and proportionOne quantity as a fraction of another248, 161
R4Ratio and proportionRatio notation and simplification248, 162
R5Ratio and proportionSharing and ratio contexts248, 164
R6Ratio and proportionMultiplicative relationships248, 161
R7Ratio and proportionProportion and equivalent ratios258, 163
R8Ratio and proportionRatio links to fractions and linear functions258, 161
R9Ratio and proportionPercentages and simple interest258, 168
R10Ratio and proportionDirect and inverse proportion268, 165
R11Ratio and proportionCompound measures268, 164
R12Ratio and proportionComparing length, area and volume ratios268, 161
R13Ratio and proportionProportion equations269, 163
R14Ratio and proportionLinear rates and proportion graphs279, 162
R15Ratio and proportionAverage and instantaneous rates27162
R16Ratio and proportionGrowth, decay and iterative models279, 162
G1Geometry and measuresGeometric terms, notation and symmetry289, 172
G2Geometry and measuresConstructions and loci289, 173
G3Geometry and measuresAngle facts and polygons299, 174
G4Geometry and measuresProperties of plane figures299, 172
G5Geometry and measuresTriangle congruence criteria299, 171
G6Geometry and measuresGeometric reasoning and simple proofs309, 171
G7Geometry and measuresSingle transformations309, 175
G8Geometry and measuresCombined transformations and invariants30171
G9Geometry and measuresCircle terminology309, 171
G10Geometry and measuresCircle theorems and proofs31174
G11Geometry and measuresGeometry on coordinates3110, 173
G12Geometry and measuresProperties of solids3110, 171
G13Geometry and measuresPlans and elevations3110, 171
G14Geometry and measuresGeometric units and measures3210, 181
G15Geometry and measuresMeasuring, scale drawings and bearings3210, 183
G16Geometry and measuresArea and prism volume3210, 184
G17Geometry and measuresPerimeter, circles, surface area and volume3310, 189
G18Geometry and measuresArcs and sectors3310, 182
G19Geometry and measuresCongruence and similarity3310, 183
G20Geometry and measuresPythagoras and right-triangle trigonometry3410, 186
G21Geometry and measuresExact trigonometric values3410, 181
G22Geometry and measuresSine and cosine rules34183
G23Geometry and measuresNon-right triangle area35181
G24Geometry and measuresTranslation vectors3510, 181
G25Geometry and measuresVector arithmetic and proof3510, 183
P1ProbabilityExperimental records and frequency trees3511, 192
P2ProbabilityRandomness, fairness and expected outcomes3611, 192
P3ProbabilityProbability scale and relative frequency3611, 193
P4ProbabilityExhaustive and mutually exclusive events3611, 191
P5ProbabilitySample size and experimental estimates3611, 191
P6ProbabilitySets and systematic representations3711, 194
P7ProbabilitySample spaces and theoretical probability3711, 193
P8ProbabilityIndependent and dependent combined events3711, 193
P9ProbabilityConditional probability37192
S1StatisticsSamples and their limitations3811, 202
S2StatisticsTables and elementary charts3811, 204
S3StatisticsHistograms and cumulative frequency38202
S4StatisticsAverages, spread and distributions3911, 208
S5StatisticsDescribing populations statistically3911, 202
S6StatisticsScatter graphs and prediction3911, 202