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IB Diploma Mathematics · Applications and Interpretation · SL and HL
IB Maths AI
Everything for the course in one place: notes for every topic, original questions with mark schemes, a test builder, flashcards and simulations.
Number and algebra
SL questions (536) · HL questions (510) · Flashcards
Notes: Approximation, percentage error and standard form · Financial mathematics, loans and annuities · Arithmetic and geometric sequences in context · Exponents and logarithms · Complex numbers in Cartesian, polar and exponential form HL · Matrices and matrix algebra HL · Eigenvalues and eigenvectors HL
Functions
SL questions (415) · HL questions (323) · Flashcards
Notes: Linear models and piecewise models · Quadratic and cubic models · Exponential and sinusoidal models · Choosing and evaluating models · Logarithmic scales and linearising data HL · Transformations of graphs and logistic models HL
Geometry and trigonometry
SL questions (327) · HL questions (416) · Flashcards
Notes: Right-angled trigonometry, bearings and the sine and cosine rules · Volume and surface area in context · Voronoi diagrams · Vectors, scalar and vector products HL · Vector kinematics HL · Graph theory and adjacency matrices HL · Minimum spanning trees, Chinese postman and travelling salesman HL · Matrix transformations HL
Statistics and probability
SL questions (347) · HL questions (272) · Flashcards
Notes: Sampling and descriptive statistics · Correlation and regression · Probability and the binomial distribution · Normal distribution and chi-squared tests · T-tests and confidence intervals HL · The Poisson distribution HL · Linear combinations of random variables HL · Markov chains and transition matrices HL · Non-linear regression and the coefficient of determination HL
Calculus
SL questions (384) · HL questions (488) · Flashcards
Notes: Gradients, tangents and rates of change · Optimisation in context · Integration and the trapezoidal rule · Derivatives of trigonometric, exponential and logarithmic functions HL · Chain, product and quotient rules HL · Integration by substitution and volumes of revolution HL · Kinematics with calculus HL · Slope fields and Euler's method HL · Coupled and second-order differential equations HL