Complete International Baccalaureate Organisation Other General Qualification Mathematics specification revision resources. Tailored syllabus coverage with topic breakdowns, quizzes, and practice questions.
Specification Topics
- IBO Level 1/Level 2 MYP Mathematics - Core Content
- IBO Level 3 Certificate in HL Mathematics: analysis and approaches - Core Content
- IBO Level 1/Level 2 MYP Mathematics - extended - Core Content
- IBO Level 3 Certificate in SL Mathematics: analysis and approaches - Core Content
- IBO Level 3 Certificate in HL Mathematics: applications and interpretation - Core Content
- IBO Level 3 Certificate in SL Mathematics: applications and interpretation - Core Content
Top Exam Board Tips
- Show all working steps to enable partial credit even if the final answer is incorrect
- Interpret the problem in context before solving to ensure the solution is meaningful
- Check answers for reasonableness by estimating expected outcomes
- Practice past paper questions under timed conditions.
- Learn key formulas and when to use them.
- Show all steps to gain method marks.
- Show all working steps even when using a calculator to gain method marks
- Read questions carefully to identify exactly what is being asked
- Use diagrams and annotations to clarify geometric reasoning
- Justify all assumptions made when solving real-world problems
Common Mistakes to Avoid
- Confusing correlation with causation in data analysis
- Misapplying formulas due to incorrect substitution of values
- Overgeneralizing patterns without sufficient evidence
- Misapplying formulas or theorems.
- Making algebraic errors in manipulation.
- Not showing sufficient working or justification.
- Confusing perimeter, area, and volume formulas
- Misapplying the order of operations in multi-step calculations
Key Terminology & Definitions
- Numerical reasoning and computation
- Algebraic representation and manipulation
- Geometric and spatial reasoning
- Data analysis and probability
- Mathematical inquiry and communication
- Core knowledge
- Practical application
- Algebraic reasoning
- Statistical and probabilistic modeling
- Geometric and trigonometric applications
- Numerical computation and estimation
- Mathematical problem-solving strategies
- Use of technology in mathematics
- Algebraic manipulation
- Function analysis