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v0.1.1506
NotesMath AA
All Subjects

IB Math AA SL Notes

Mathematics: Analysis and Approaches

Aimnova provides free IB Math AA SL revision notes aligned to the current syllabus, covering all five units — Number & Algebra, Functions, Geometry & Trigonometry, Statistics & Probability, and Calculus. Notes are structured by unit, topic and micro-topic so you revise in the same order as class.

Math AA SL emphasises algebraic technique, proof, and a strong calculus foundation. Paper 1 is non-calculator, so every topic shows the full method and the exact-value algebra examiners reward — not just the final answer.

Use the topic list below to revise systematically, then lock in the methods with flashcards and exam-style practice in Exam Vault.

What's included

  • Unit-by-unit Math AA notes mapped to the IB syllabus
  • Worked examples that show full method for the non-calculator Paper 1
  • Linked flashcards for spaced revision of key formulas and definitions
  • Exam Vault practice aligned to command terms and mark-scheme logic
  • SL and HL coverage with level toggle
  • Free to access — no account required for notes

How to use Math AA notes

  1. 1Start with a unit overview. Click any Unit heading to see every topic and the key methods it covers.
  2. 2Read micro-topic notes. Read one micro-topic at a time and follow the full worked method, not just the result.
  3. 3Test with flashcards. Use Math AA flashcards to keep formulas, exact values and proof steps fresh.
  4. 4Practise exam questions. Practise in Exam Vault and check where method marks are lost before the final line.
Math AA FlashcardsMath AA Formula BookletMath AA Question Practice

Unit 1

1.1Standard form
1.2Arithmetic sequences & series
1.3Geometric sequences & series
1.4Financial applications
1.5Logarithms
1.6Proof
1.7Exponent & log laws
1.8Infinite geometric series
1.9Binomial theorem

Unit 2

2.1Straight lines
2.2Functions, domain & range
2.3Graphing
2.4Key features of graphs
2.5Composite & inverse functions
2.6Quadratic functions
2.7Quadratic equations & discriminant
2.8Rational functions & asymptotes
2.9Exponential & log functions
2.10Solving equations
2.11Transformations

Unit 3

3.13D geometry
3.2Sine & cosine rules
3.3Bearings & elevation
3.4Radians, arcs & sectors
3.5Unit circle & exact values
3.6Identities & double angles
3.7Trig graphs & transformations
3.8Trig equations

Unit 4

4.1Sampling & reliability
4.2Data presentation
4.3Central tendency & spread
4.4Correlation & regression
4.5Probability basics
4.6Combined & conditional events
4.7Discrete random variables
4.8Binomial distribution
4.9Normal distribution
4.10Regression & prediction
4.11Conditional probability
4.12z-values & inverse normal

Unit 5

5.1Introduction to derivatives
5.2Increasing & decreasing
5.3Differentiating polynomials
5.4Tangents & normals
5.5Introduction to integration
5.6Chain, product & quotient
5.7Second derivative
5.8Optimisation & inflexion
5.9Kinematics
5.10Integration by substitution
5.11Definite integrals & areas

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