Mathematics: Analysis and Approaches — IB Diploma Programme
Study the major knowledge, skills, and assessment demands of Mathematics: Analysis and Approaches across the complete IB Diploma Programme pathway, covering every knowledge domain students are expected to master.
Course evidence
- Programme
- IB Diploma Programme
- Course coverage
- Complete
- Curriculum authority
- International Baccalaureate
Learn the syllabus. Know what to do next.
Study the major knowledge, skills, and assessment demands of Mathematics: Analysis and Approaches across the complete IB Diploma Programme pathway, covering every knowledge domain students are expected to master.
Mathematics: Analysis and Approaches in IB Diploma Programme develops connected understanding across number and algebra, functions, geometry and trigonometry. Students move between recalling ideas, selecting methods, interpreting evidence, and communicating conclusions with the precision expected by the programme.
- Coverage you can verify: The page identifies the programme, qualification, coverage scope, and source review date.
- Knowledge and skills: Lessons connect mathematics: analysis and approaches knowledge with interpretation, application, and communication rather than treating the syllabus as a checklist.
- Assessment preparation: Prepare for external assessment and the subject-specific internal assessment; SL and HL depth, weighting, and required work differ.
- Clear progression: Coordinate first learning, cumulative revision, and final assessment preparation across the qualification.
SYLLABUS COVERAGE
Verified syllabusMathematics: Analysis and Approaches — IB Diploma Programme
IB Mathematics Analysis and Approaches course structure: Number and Algebra, Functions, Geometry and Trigonometry, Statistics and Probability, and Calculus.
- Using standard formSL
- Arithmetic sequences and seriesSL
- Geometric sequences and seriesSL
- Financial apps: compound interest, annual depreciationSL
- Intro to logsSL
- Simple proofSL
- Laws of exponents and logsSL
- Sum of infinite geometric sequenceSL
- Binomial theorem where n is an integerSL
- Permutations and combinations; binomial with negative and fractional indicesHL only
- Partial fractionsHL only
- Complex numbers: Cartesian form and Argand diagramHL only
- Polar and Euler formHL only
- Complex roots of polynomials, conjugate roots, De Moivre's theorem, powers and roots of complex numbersHL only
- Proof by induction, contradiction and counterexamplesHL only
- Solution of systems of linear equationsHL only
Frequently asked questions
Common questions from students, parents, and schools.
It covers complete ib diploma programme syllabus pathway through the knowledge domains, skills, and assessment demands described here. The official source remains the authority for examinable content.
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