
WAEC
Nigeria · West Africa 🇳🇬WAEC WASSCE — English Language, Mathematics and 16 elective subjects, each with its own Beginner–Advanced track.
📏 WAEC grades A1–F9. A credit (C6 or better) in five subjects — including English Language and Mathematics — is the standard university entry requirement.
0 of 12 lesson quizzes passed
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Beginner skill
Core arithmetic, indices and data reading — the number foundations for the WAEC maths paper.
Number Work
0/2 passedIndices & Data
0/2 passedIntermediate skill
Algebra, inequalities and graphs — the maths topics WAEC repeats every year.
Algebra
0/2 passedQuadratics & Graphs
0/2 passedAdvanced skill
Statistics, geometry and multi-step algebra — the maths topics that separate top WAEC grades.
Statistics & Geometry
0/2 passedAdvanced Algebra & Data
🔒 Premium0/2 passedSyllabus coverage · Mathematics
0/40 official topics · 0%40 topics still to cover
- Number bases (operations, conversion)Practise →
- Modular arithmeticPractise →
- Fractions, decimals, approximations and significant figures/standard formPractise →
- IndicesExponents & Indices →
- Logarithms (laws, tables/calculations)Reading Data Tables →
- Sequence and series (arithmetic and geometric progressions)Practise →
- Sets (operations, Venn diagrams, word problems)Practise →
- Logical reasoning (simple statements, truth tables, implication)Reading Data Tables →Advanced Data Interpretation →
- Positive and negative integers, rational numbersPractise →
- Surds (simplification, rationalisation)Practise →
- Matrices and determinants (up to 2×2, operations, inverse)Practise →
- Ratio, proportion and ratesRatios & Proportions →
- Percentages (percentage error, profit and loss, interest, discount)Percentages & Simple Interest →
- Financial arithmetic (simple and compound interest, depreciation, annuities, capital market instruments)Practise →
- Variation (direct, inverse, partial and joint)Practise →
- Algebraic expressions and simple operations (expansion, factorisation)Practise →
- Linear equations (one variable, simultaneous linear equations)Linear Equations →Slope & Linear Graphs →
- Change of subject of formula, substitutionPractise →
- Quadratic equations (factorisation, completing the square, formula, forming equations from roots)Quadratic Equations →Advanced Quadratic Applications →
- Graphs of linear and quadratic functions (roots, gradient, maximum/minimum)Slope & Linear Graphs →
- Linear inequalities (one and two variables, graphical solution, linear programming)Inequalities →
- Algebraic fractionsPractise →
- Functions and relations (types, mappings)Practise →
- Lengths and perimeters (Pythagoras, arc length, perimeter of sectors)Practise →
- Areas (plane figures, sectors and segments, surface areas of solids)Practise →
- Volumes of solids (prisms, cylinders, cones, pyramids, spheres, frustums)Practise →
- Angles and intercepts on parallel linesSlope & Linear Graphs →
- Triangles and polygons (angle sums, congruence, similarity, properties of quadrilaterals)Practise →
- Circle theorems (chords, angles in a circle, cyclic quadrilaterals, tangents)Practise →
- Construction (bisectors, angles, triangles, quadrilaterals)Practise →
- LociPractise →
- Coordinate geometry of straight lines (distance, midpoint, gradient, equation of a line)Geometry & Mensuration →
- Trigonometric ratios (sine, cosine, tangent of angles 0°–360°, graphs, sine and cosine rules)Practise →
- Angles of elevation and depressionPractise →
- BearingsPractise →
- Introductory calculus (differentiation and integration of simple algebraic functions)Practise →
- Statistics (frequency tables, charts and graphs, mean/median/mode, quartiles, cumulative frequency, measures of dispersion)Reading Data Tables →Statistics & Averages →
- Probability (experimental and theoretical, combined events)Practise →
- Vectors in a planePractise →
- Transformations in the Cartesian plane (reflection, rotation, translation, enlargement)Practise →