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IB Math AA Flashcards

Master Mathematics: Analysis and Approaches with 1650+ free flashcards. Spaced repetition helps you remember more and forget less.

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1650 flashcards across all 83 topics

U1: Number and Algebra

Arithmetic sequences & series

Geometric sequences & series

Financial applications

Exponent & log laws

Infinite geometric series

Binomial theorem

Counting & binomial (HL only)(HL)

Partial fractions (HL only)(HL)

Complex numbers: Cartesian (HL only)(HL)

Complex numbers: polar (HL only)(HL)

De Moivre & roots (HL only)(HL)

Proof by induction (HL only)(HL)

Systems of equations (HL only)(HL)

U2: Functions

Functions, domain & range

Key features of graphs

Composite & inverse functions

Quadratic functions

Quadratic equations & discriminant

Rational functions & asymptotes

Exponential & log functions

Solving equations

Transformations

Factor & remainder (HL only)(HL)

Rational functions (HL only)(HL)

Odd, even & self-inverse (HL only)(HL)

Inequalities (HL only)(HL)

Modulus functions (HL only)(HL)

U3: Geometry and Trigonometry

Sine & cosine rules

Bearings & elevation

Radians, arcs & sectors

Unit circle & exact values

Identities & double angles

Trig graphs & transformations

Reciprocal & inverse trig (HL only)(HL)

Compound angles (HL only)(HL)

Trig relationships (HL only)(HL)

Vectors (HL only)(HL)

Scalar product (HL only)(HL)

Vector lines (HL only)(HL)

Classifying lines (HL only)(HL)

Vector product (HL only)(HL)

Vector planes (HL only)(HL)

Lines & planes (HL only)(HL)

U4: Statistics and Probability

Sampling & reliability

Data presentation

Central tendency & spread

Correlation & regression

Probability basics

Combined & conditional events

Discrete random variables

Binomial distribution

Normal distribution

Regression & prediction

Conditional probability

z-values & inverse normal

Bayes' theorem (HL only)(HL)

Continuous random variables (HL only)(HL)

U5: Calculus

Introduction to derivatives

Increasing & decreasing

Differentiating polynomials

Tangents & normals

Introduction to integration

Chain, product & quotient

Second derivative

Optimisation & inflexion

Integration by substitution

Definite integrals & areas

First principles (HL only)(HL)

Limits & l'Hopital (HL only)(HL)

Implicit & related rates (HL only)(HL)

Further calculus (HL only)(HL)

Integration by parts (HL only)(HL)

Volumes of revolution (HL only)(HL)

Differential equations (HL only)(HL)

Maclaurin series (HL only)(HL)

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