Welcome to the SSS 1 Further Mathematics scheme of work, your guide to mastering the intricacies of mathematical concepts.
This well-structured framework progresses from foundational topics in the first term to advanced subjects in the second and third terms, covering essential areas like algebra, geometry, and calculus.
Through a balanced blend of theory and problem-solving, you develop a profound understanding of Further Mathematics
SSS 1 FURTHER MATHEMATICS First Term Scheme of Work
Week 1: Indices and Logarithm
- Laws of indices and logarithm
- Conversion of numbers between indices and logarithms
- Application of logarithms in calculations
Week 2: Indices and Logarithm (Cont’d)
- Solving exponential equations
- Logarithmic equations
- Common and natural logarithms
Week 3: Surds
- Simplification of surds
- Rules of surds
- Rationalization of surds
- Operations with surds
Week 4: Statistics
- Data collection and presentation
- Measures of central tendency (mean, median, mode)
- Grouped and ungrouped data
Week 5: Statistics (Cont’d)
- Measures of dispersion (range, variance, standard deviation)
- Frequency distribution tables
- Cumulative frequency
Week 6: Correlation
- Definition and types of correlation
- Scatter diagrams
- Rank correlation coefficient
Week 7: Mid-Term Break
Week 8: Trigonometric Ratios of Special Angles
- 30°, 45°, and 60° trigonometric ratios
- Exact values of trigonometric ratios
- Application of trigonometric ratios in solving problems
Week 9: Polynomials
- Definition of polynomials
- Degree of a polynomial
- Polynomial identities
Week 10: Polynomials (Cont’d)
- Factorization of polynomials
- Solving polynomial equations
- Division of polynomials
Week 11: Revision
Week 12: Examination
Week 13: Closing
SSS 1 FURTHER MATHEMATICS Second Term Scheme of Work
Week 1: Polynomials
- Remainder theorem
- Factor theorem
- Application of theorems in solving polynomial problems
Week 2: Sets
- Definition and notation of sets
- Types of sets
- Venn diagrams
Week 3: Sets (Cont’d)
- Set operations (union, intersection, complement)
- Properties of sets
- Applications of sets
Week 4: Functions
- Definition of functions
- Domain and range
- Types of functions (one-to-one, onto, etc.)
Week 5: Sequence
- Arithmetic sequences
- Geometric sequences
- Finding nth terms of sequences
Week 6: Series
- Arithmetic series
- Geometric series
- Summation of series
Week 7: Mid-Term Break
Week 8: Linear Inequalities
- Solving linear inequalities
- Graphical representation of inequalities
Week 9: Inequalities (Cont’d)
- Quadratic inequalities
- Solving inequalities using graphical methods
- Application of inequalities
Week 10: Operation Research
- Introduction to operation research
- Linear programming
- Simplex method
Week 11: Revision
Week 12: Examination
Week 13: Closing
SSS 1 FURTHER MATHEMATICS Third Term Scheme of Work
Week 1: Partial Fractions
- Definition and types of partial fractions
- Decomposition of partial fractions
- Solving equations involving partial fractions
Week 2: Partial Fractions (Cont’d)
- Improper fractions
- Long division of algebraic fractions
- Applications of partial fractions in integration
Week 3: Binary Operations
- Definition of binary operations
- Properties of binary operations (commutative, associative, identity, etc.)
- Binary operations on sets
Week 4: Binary Operations (Cont’d)
- Inverse of binary operations
- Applications of binary operations
- Solving problems with binary operations
Week 5: The Straight Line (Co-ordinate Geometry)
- Cartesian plane and coordinates
- Equation of a straight line
- Slope and intercepts of a line
Week 6: Co-ordinate Geometry (Cont’d)
- Distance between two points
- Midpoint of a line segment
- Gradient and collinearity
- Conditions for perpendicularity and parallelism
Week 7: Mid-Term Break
Week 8: Vectors
- Definition of vectors
- Representation of vectors
- Addition and subtraction of vectors
Week 9: Vectors (Cont’d)
- Scalar multiplication of vectors
- Dot product of vectors
- Applications of vectors in geometry
Week 10: Calculating and Processing Devices
- Introduction to calculating devices
- History of calculators and computers
- Modern calculating devices and their uses
Week 11: Revision
Week 12: Examination
Week 13: Closing
SSS 1 FURTHER MATHEMATICS Recommended Textbook
- New Further Mathematics Project for Senior Secondary Schools by M. Adegboye
- Further Mathematics for Senior Secondary Schools by T. Odetoyin
RECAP
This SSS 1 Further Mathematics scheme of work is designed to guide you through a carefully planned journey, building your understanding of complex mathematical concepts.
Each term has been structured to ensure a balanced progression, from mastering indices and logarithms, to exploring advanced topics like vectors and partial fractions.
Weekly topics allow you to gradually deepen your problem-solving abilities and develop a solid foundation for higher-level mathematics.
With a focus on both theoretical concepts and practical applications, this scheme equips you with the skills needed to excel in Further Mathematics.
DISCLAIMER: Everything on this page is based on our research of what is obtainable for schools in all the states in the country, including government and some private schools. Schemes of work normally undergo a series of reviews and some schools modify them to suit their specific needs.
While we do all our possible best to keep up with the latest and approved schemes of work in the country, check the specific template your school uses. For example, some private secondary schools integrate the British curriculum. If you teach in such schools, expect to see slight changes to what we offer on this page. If you have any questions or require personalised support, kindly feel free to contact us.
