Senior Secondary School 1 (SS1) Mathematics Scheme of Work
First Term
- Number Base System – Conversion between bases, base 10 operations, applications.
- Modular Arithmetic – Definitions, operations, and real-life applications.
- Indices – Laws of indices, simplification, solving equations.
- Logarithms – Introduction, laws, using log tables.
- Sets – Types, notation, operations, Venn diagrams.
- Simple Equations and Variations – Solving equations, formula transposition, direct/inverse variation.
- Quadratic Equations – Factoring, completing square, formula method.
- Logical Reasoning – Statements, connectives, truth tables.
- Word Problems – Applications in real-life scenarios.
- Basic Geometry Concepts – Angles, lines, and polygons.
- Revision
- Examination
- Closing
Second Term
- Construction I – Bisecting angles and lines, angle constructions.
- Construction II – Constructing triangles, loci.
- Basic Theorems – Triangle angle sum, exterior angles.
- Riders – Parallel lines, angles, congruence.
- Trigonometric Ratios – Sine, cosine, tangent, solving triangles.
- Special Angles – 30°, 45°, 60° ratios, applications.
- Applications of Trigonometry – Heights, distances.
- Unit Circle & Ratios – Unit circle intro, angle functions.
- Graphs of Trigonometric Functions – Sine and cosine graphs.
- Tangent Graph – Plotting and interpreting.
- Revision
- Examination
- Closing
Third Term
- Mensuration I – Arcs, sectors, perimeters.
- Mensuration II – Area of sectors/segments.
- Surface Area of Solids – Cubes, cones, prisms.
- Volume of Solids – Volume calculations.
- Frustum – Surface area and volume.
- Compound Shapes – Mixed solid calculations.
- Data Presentation – Tables, data grouping.
- Graphs – Bar charts, pie charts, histograms.
- Frequency Polygons – Construction and use.
- Mean, Median, Mode – Calculation and comparison.
- Revision
- Examination
- Closing
Senior Secondary School 2 (SS2) Mathematics Scheme of Work
First Term
- Logarithms – Numbers <1, solving equations.
- Approximation & Accuracy – Rounding, significant figures, % error.
- Sequences & Series – APs and GPs.
- Quadratic Equations – From roots, graphical methods.
- Simultaneous Equations – Linear/quadratic.
- Gradients of Curves – Estimation from graphs.
- Word Problems in Equations – Applications in finance and motion.
- Graphical Solutions of Equations – Linear and non-linear.
- Introduction to Inequalities – Basic concepts and solving.
- Construction and Loci – Application and interpretation.
- Revision
- Examination
- Closing
Second Term
- Logical Reasoning – Argument validity.
- Graph Reading – Curve gradients.
- Linear Inequalities – Solving and graphing.
- Algebraic Fractions – Simplification, operations.
- Chord Properties – Circle theorems.
- Circle Geometry – Angles, cyclic quadrilaterals.
- Sine Rule – Derivation, application.
- Cosine Rule – Derivation and application.
- Angles of Elevation and Depression – Real-life problems.
- Bearing and Distance – Calculations and uses.
- Revision
- Examination
- Closing
Third Term
- Grouped Data – Mean, mode, median.
- Probability – Basic rules and simple events.
- Tree Diagrams – Representation and calculation.
- Venn Diagrams in Probability – Union and intersection.
- Further Mensuration – Real-life applications.
- Vectors in 2D – Representation and operations.
- Transformation Geometry – Translation, rotation, reflection.
- Coordinate Geometry – Distance and midpoint.
- Revision
- Examination
- Closing
Senior Secondary School 3 (SS3) Mathematics Scheme of Work
First Term
- Surds – Simplification, rationalization.
- Matrices – Operations and determinants.
- Determinants and Inverse of 2x2 Matrices – Solving systems.
- Logarithms – Advanced applications.
- Commercial Arithmetic – Profit, loss, commission.
- Linear Programming – Graphical methods.
- Graphical Solution of Linear Inequalities – Feasible regions.
- Complex Numbers – Introduction and operations.
- Revision
- Examination
- Closing
Second Term
- Trigonometric Graphs – Plotting sine, cosine, tangent.
- Graphical Solutions – Using graphs to solve equations.
- Spheres – Surface area and volume.
- Longitude & Latitude – Calculating distances.
- Coordinate Geometry – Line equations, gradients.
- Statistics – Mean, median, mode, standard deviation.
- Linear Correlation – Scatter plots and correlation coefficients.
- Revision
- Examination
- Closing
Third Term
- Differentiation – Rules, applications.
- Applications of Differentiation – Maxima and minima.
- Integration – Basics and application.
- Area Under Curves – Definite integrals.
- Arc Lengths – Integration method.
- Further Work on Calculus – Kinematics.
- General Revision
- Mock Examination
- Final WAEC/NECO Preparation
- Examination
- Closing
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