Scheme of work is a general guideline designed to cover the major themes and concepts in various subjects for a specific period, usually a term or academic session. It gives the teachers, pupils and students alike clear direction on the way to go in their academic enterprise.
Creating a scheme of work for Further Mathematics in Senior Secondary School (SS1) involves outlining the topics and subtopics to be covered over a specific period.
Below is Further Mathematics scheme of work for Senior Secondary School (SS1) in Nigeria.
Term 1:
- Week 1-2: Sets and Number Systems
- Sets and their representations
- Operations on sets
- Number systems (Natural numbers, Whole numbers, Integers)
- Week 3-5: Indices and Logarithms
- Laws of indices
- Logarithms and their properties
- Solving equations involving indices and logarithms
- Week 6-8: Quadratic Equations
- Factorization and solution of quadratic equations
- Completing the square
- The quadratic formula and its applications
Term 2:
- Week 1-3: Polynomials
- Definitions and operations on polynomials
- Factor theorem and remainder theorem
- Division of polynomials
- Week 4-6: Progressions
- Arithmetic Progression (AP)
- Geometric Progression (GP)
- Harmonic Progression (HP)
- Week 7-9: Matrices and Determinants
- Definition and operations on matrices
- Determinants and their properties
- Inverse of a matrix
Term 3:
- Week 1-2: Trigonometry
- Angle measurement and radian measure
- Trigonometric ratios in right-angled triangles
- Trigonometric identities
- Week 3-5: Geometry
- Properties of angles and lines
- Circles and their properties
- Constructions and loci
- Week 6-8: Vectors
- Definition and representation of vectors
- Vector addition and subtraction
- Scalar multiplication of vectors
- Week 9-10: Statistics and Probability
- Measures of central tendency
- Measures of dispersion
- Probability concepts and calculations
In summary, it is important to note that this scheme of work is a general guide and should be adapted to the specific curriculum and pace of your school. Additionally, practical examples, exercises, and assessments should be incorporated to enhance understanding and application of the topics.
It is also important you incorporate interactive and engaging teaching methods such as group discussions, role-playing, and hands-on activities to make the learning experience more enjoyable for the students.
This scheme of work should provide a solid foundation for Further Mathematics in SS1.