Mathematics
Focus on mastering foundational mathematical skills while developing the ability to apply them in a range of contexts. Topics include number, algebra, geometry, trigonometry, statistics, probability, and functions. The course blends procedural fluency with conceptual understanding, preparing students for both IB Mathematics: Analysis & Approaches (AA) and Applications & Interpretation (AI). Kognity’s platform offers clear explanations, adaptive questioning, and immediate feedback to secure understanding.
Common challenges include
- Maintaining fluency in core techniques while applying them flexibly
- Solving extended, multi-step questions under exam pressure
- Bridging from routine practice to deep conceptual reasoning
How a tutor can help
A tutor can diagnose weak areas, teach strategies for tackling complex problems, and introduce IB-style applications early, ensuring a smooth transition to higher-level study.
| Feature | Mathematics | International Mathematics |
|---|---|---|
| Main Focus | Covers essential mathematical concepts and techniques in number, algebra, geometry, trigonometry, statistics, probability, and functions. Emphasis on building strong computational skills and applying mathematics to familiar, practical contexts. | Includes the same core areas as Mathematics but with a stronger emphasis on problem-solving in international contexts, mathematical modelling, and cross-topic connections. |
| Approach | More traditional, skills-based approach — ideal for students who need a solid grounding before applying mathematics in complex scenarios. | Integrates technology and multiple representations (algebraic, graphical, numerical) to solve problems, mirroring the IB approach. |
| Preparation for IB | Prepares students well for IB Mathematics: Applications & Interpretation (AI) SL and can support transition to IB Mathematics: Analysis & Approaches (AA) SL with additional preparation. | Designed to prepare students for both IB Mathematics AI and AA at Standard or Higher Level, thanks to its emphasis on modelling, technology use, and extended problem-solving. |
| Assessment Style | Core and Extended tiers; Extended tier covers more advanced topics and problem-solving. | Single syllabus with more integrated, multi-step problems that encourage deeper reasoning. |
| Best For | Students who prefer a structured, traditional maths course or who may need extra focus on core skills before moving to IB. | Students aiming for IB Mathematics HL or those who enjoy applying mathematics in real-world and cross-disciplinary contexts. |