IBSL with Analysis and Approaches

This course recognizes the need for analytical expertise in a world where innovation is increasingly dependent on a deep understanding of mathematics. This course includes topics that are both traditionally part of a pre-university mathematics course (for example, functions, trigonometry, calculus) as well as topics that are amenable to investigation, conjecture and proof, for instance the study of sequences and series at both SL and HL, and proof by induction at HL.

The course allows the use of technology, as fluency in relevant mathematical software and hand-held technology is important regardless of choice of course. However, Mathematics: analysis and approaches has a strong emphasis on the ability to construct, communicate and justify correct mathematical arguments.


Topics:

1. Exponents and logarithms (49:20 mins)View HereUSD$ 29
2. Sequences (84:45 mins)View HereUSD$ 39
3. Functions (69:56 mins)View HereUSD$ 39
4. Coordinate Geometry (73:24 mins)View HereUSD$ 39
5. Geometry and trigonometry (92:19 mins)View HereUSD$ 39
6. StatisticsComing soonUSD$
7. Probability (113:24 mins)View HereUSD$ 49
8. Probability Distributions (78:08 mins)View HereUSD$ 39
9. DifferentiationComing soonUSD$
10. Integration (49:48 mins)View HereUSD$ 29
11. Analysis and approaches- ProofComing soonUSD$
12. Analysis and approaches – Exponents and logarithmsComing soonUSD$
13. Analysis and approaches – Sequences and seriesComing soonUSD$
14. Analysis and approaches – FunctionsComing soonUSD$
15. Analysis and approaches – QuadraticsComing soonUSD$
16. Analysis and approaches – GraphsComing soonUSD$
17. Analysis and approaches – EquationsComing soonUSD$
18. Analysis and approaches – TrigonometryComing soonUSD$
19. Analysis and approaches – Statistics and ProbabilityComing soonUSD$
20. Analysis and approaches – DifferentiationComing soonUSD$
21. Analysis and approaches – IntegrationComing soonUSD$

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Syllabus