SS2 Second Term Further Mathematics Lesson Note and Scheme of Work
SS2 Second Term Further Mathematics Lesson Note and Scheme of Work
Week 1: Further Trigonometry (Advanced)
Lesson Note: Trigonometric identities, addition and subtraction formulas.
Scheme of Work: Applications of advanced trigonometric concepts.
Activities: Problem-solving sessions with complex trigonometric equations.
Week 2: Vectors
Lesson Note: Vector notation, addition, and scalar multiplication.
Scheme of Work: Dot and cross products, vector applications.
Activities: Solving problems involving vectors in physics and geometry.
Week 3: Probability Distributions
Lesson Note: Discrete and continuous probability distributions.
Scheme of Work: Probability density functions, cumulative distribution functions.
Activities: Statistical analysis of real-world scenarios using probability distributions.
Week 4: Sequences and Series
Lesson Note: Arithmetic and geometric progressions, summation.
Scheme of Work: Finding the nth term, applications of sequences and series.
Activities: Solving problems involving arithmetic and geometric progressions.
Week 5: Further Differentiation
Lesson Note: Higher-order derivatives, implicit differentiation.
Scheme of Work: Advanced rules of differentiation, applications.
Activities: Practical exercises on higher-order derivatives and implicit differentiation.
Week 6: Further Integration
Lesson Note: Techniques of integration, definite integrals.
Scheme of Work: Applications of integration, area under curves.
Activities: Solving practical problems using advanced integration techniques.
Week 7: Differential Equations
Lesson Note: Basics of differential equations, solving first-order DEs.
Scheme of Work: Applications of differential equations in real life.
Activities: Problem-solving sessions involving differential equations.
Week 8: Matrices and Transformations
Lesson Note: Transformation matrices, rotations, and reflections.
Scheme of Work: Geometric transformations using matrices.
Activities: Visualizing and implementing matrix transformations.
Week 9: Further Complex Numbers
Lesson Note: Polar form, De Moivre’s theorem.
Scheme of Work: Solving complex equations using polar coordinates.
Activities: Applying complex numbers in physics and engineering problems.
Week 10: Hyperbolic Functions
Lesson Note: Introduction to hyperbolic functions and their properties.
Scheme of Work: Graphs and applications of hyperbolic functions.
Activities: Problem-solving sessions involving hyperbolic functions.
Week 11: Revision Week
Lesson Note: Review key concepts covered in the second term.
Scheme of Work: Address any remaining questions, reinforce understanding.
Activities: Practice tests, group discussions, and revision sessions.
Week 12: Examination Week
Lesson Note: Final preparations for examinations.
Scheme of Work: Conduct mock examinations, review crucial concepts.
Activities: Mock exams, question and answer sessions.
Week 13: School Dismissal Week
Lesson Note: Reflect on the term, encourage self-directed learning.
Scheme of Work: Provide resources for independent study during the break.
Activities: Distribution of study materials, farewell messages, and preparation tips for the holidays.
