Secondary 4 Additional Mathematics
Add. Maths is a daunting subject to master! Our Secondary 4 programme equips you with strategies to ace the O-level, through intensive revision of key concepts, and practising trending exam questions.
Secondary 4 Additional Mathematics
Add. Maths is a daunting subject to master! Our Secondary 4 programme equips you with strategies to ace the O-level, through intensive revision of key concepts, and practising trending exam questions.
Secondary 4 Additional Mathematics
Add. Maths is a daunting subject to master! Our Secondary 4 programme equips you with strategies to ace the O-level, through intensive revision of key concepts, and practising trending exam questions.
Coverage
Coverage
01
Gear up for O-Levels – get access to trending O-Level questions, common student mistakes and practice exam-simulated assessments to ace the paper.
02
Build upon existing knowledge from topics taught throughout Secondary School – topics will be covered in greater depth with intensive revision.
03
New mathematics topics are introduced, such as Differentiation, Integration, Kinematics and Geometrical Proofs. Sec 3 topics will also be reviewed.
04
Students test their understanding and mastery of the mathematical concepts through our weekly practices that are tiered by difficulty.
Components
Components
Geometry and Trigonometry
- Proofs in plane geometry - Proofs using congruent and similar triangles - Proofs using quadrilateral properties - Midpoint Theorem and Tangent-Chord Theorem
Geometry and Trigonometry
- Proofs in plane geometry - Proofs using congruent and similar triangles - Proofs using quadrilateral properties - Midpoint Theorem and Tangent-Chord Theorem
Geometry and Trigonometry
- Proofs in plane geometry - Proofs using congruent and similar triangles - Proofs using quadrilateral properties - Midpoint Theorem and Tangent-Chord Theorem
Calculus
- Techniques of Differentiation – polynomials, trigonometric functions, exponential & logarithmic functions - Applications of Differentiation – equations of tangents & normal, rate of change, increasing and decreasing functions, maxima and minima, kinematics - Techniques of Integration – polynomials, trigonometric functions, exponential & logarithmic functions - Applications of Integration – definite integrals, area under graphs, kinematics
Calculus
- Techniques of Differentiation – polynomials, trigonometric functions, exponential & logarithmic functions - Applications of Differentiation – equations of tangents & normal, rate of change, increasing and decreasing functions, maxima and minima, kinematics - Techniques of Integration – polynomials, trigonometric functions, exponential & logarithmic functions - Applications of Integration – definite integrals, area under graphs, kinematics
Calculus
- Techniques of Differentiation – polynomials, trigonometric functions, exponential & logarithmic functions - Applications of Differentiation – equations of tangents & normal, rate of change, increasing and decreasing functions, maxima and minima, kinematics - Techniques of Integration – polynomials, trigonometric functions, exponential & logarithmic functions - Applications of Integration – definite integrals, area under graphs, kinematics
Lesson Plans
Lesson Plans
Weekly Materials
Detailed concept development notes with guided practices and worked solutions for students to understand fundamental concepts of each topic.
Comprehensive Concept Papers
Students try out practices based on tiered levels of difficulty to determine understanding and mastery of each topic.
Tiered approach to Practices
Students communicate and collaborate in group discussions to brainstorm and find solutions to scenario problems.
Collaborative approach to Scenario Problems
Weekly Materials
Detailed concept development notes with guided practices and worked solutions for students to understand fundamental concepts of each topic.
Comprehensive Concept Papers
Students try out practices based on tiered levels of difficulty to determine understanding and mastery of each topic.
Tiered approach to Practices
Students communicate and collaborate in group discussions to brainstorm and find solutions to scenario problems.
Collaborative approach to Scenario Problems
Weekly Materials
Detailed concept development notes with guided practices and worked solutions for students to understand fundamental concepts of each topic.
Comprehensive Concept Papers
Students try out practices based on tiered levels of difficulty to determine understanding and mastery of each topic.
Tiered approach to Practices
Students communicate and collaborate in group discussions to brainstorm and find solutions to scenario problems.
Collaborative approach to Scenario Problems
Homework Booster
Homework Booster
Homework Booster
Progress Tracking
Progress Tracking
Progress Tracking
Exam Preparation
Exam Preparation
Exam Preparation
Ready to power up your child's academic success?
Chat with us
Ready to power up your child's academic success?
Chat with us
Ready to power up your child's academic success?
Chat with us
2025 Mind Stretcher. All rights reserved.
2025 Mind Stretcher. All rights reserved.
2025 Mind Stretcher. All rights reserved.