Cambridge IGCSE Additional Mathematics (0606) – Topical Revision Checklist 2026

Track your confidence level (1–5) for each topic, when you last reviewed it, and when to review next. Aligned to the Cambridge IGCSE Additional Mathematics 0606 syllabus for 2026 exams.

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TopicSub-TopicConfidence (1–5)Last ReviewedNext Review
1. FunctionsMappings and functions
1. FunctionsFunction notation f(x)
1. FunctionsComposite functions f(g(x))
1. FunctionsInverse functions
1. FunctionsGraphs of modulus functions and equations |f(x)| = k
2. Quadratic functionsCompleting the square and turning points
2. Quadratic functionsMaximum and minimum values
2. Quadratic functionsGraphs of quadratic functions
2. Quadratic functionsDiscriminant and nature of roots
2. Quadratic functionsQuadratic equations and inequalities
2. Quadratic functionsSimultaneous equations (one linear, one quadratic)
3. Equations and inequalitiesSolving cubic and quartic equations
3. Equations and inequalitiesAbsolute value equations
3. Equations and inequalitiesAbsolute value inequalities
3. Equations and inequalitiesGraphical solutions of inequalities
4. Indices and surdsLaws of indices (including negative and fractional)
4. Indices and surdsOperations with surds
4. Indices and surdsRationalising denominators
4. Indices and surdsEquations involving surds
5. Logarithmic and exponential functionsLaws of logarithms
5. Logarithmic and exponential functionsChange of base
5. Logarithmic and exponential functionsSolving exponential equations
5. Logarithmic and exponential functionsGraphs of y = a^x and y = log_a x
5. Logarithmic and exponential functionsLinearising exponential relationships
6. Straight-line graphsParallel and perpendicular lines
6. Straight-line graphsMidpoint and length of a line segment
6. Straight-line graphsEquation of a line (gradient–intercept and point–gradient)
6. Straight-line graphsPerpendicular distance from a point to a line
7. Circular measureRadians and degrees
7. Circular measureArc length and sector area
7. Circular measureAngular velocity
7. Circular measureSmall-angle approximations (where applicable)
8. TrigonometryRatios and identities
8. TrigonometryDouble-angle and composite identities
8. TrigonometrySolving trigonometric equations
8. TrigonometryGraphs of sin, cos, tan
8. TrigonometryR-formula
9. Permutations and combinationsFactorial notation
9. Permutations and combinationsPermutations and arrangements
9. Permutations and combinationsCombinations and selections
9. Permutations and combinationsProblems with restrictions
10. Binomial expansionBinomial expansion for positive integer n
10. Binomial expansionGeneral term in binomial expansion
10. Binomial expansionBinomial coefficients
10. Binomial expansionApplications of binomial expansion
11. VectorsPosition vectors and vectors in a plane
11. VectorsUnit vectors and magnitude
11. VectorsScalar product
11. VectorsGeometric applications (parallel, perpendicular, angle)
12. DifferentiationGradient from first principles
12. DifferentiationDerivatives of standard functions
12. DifferentiationProduct, quotient and chain rules
12. DifferentiationTangents and normals
12. DifferentiationStationary points and classification
12. DifferentiationSecond derivative
13. IntegrationIntegration as reverse of differentiation
13. IntegrationDefinite integrals
13. IntegrationArea under a curve
13. IntegrationKinematics: displacement, velocity, acceleration

Use this checklist with our Past Paper Finder to practise weak topics.

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