IB Mathematics: Applications and Interpretation
Unit 1 — Numbers, Approximation and the GDC
Unit 2 — Exponents and Logarithms
Unit 3 — Sequences and Series
Unit 4 — Financial Mathematics
Unit 5 — Complex Numbers
Unit 6 — Matrices
Unit 7 — Eigenvalues and Eigenvectors
Unit 8 — Linear Functions and Models
Unit 9 — Functions
Unit 10 — Modelling with Functions
Unit 11 — Transformations of Graphs
Unit 12 — Further Models
Unit 13 — Geometry and Trigonometry
Unit 14 — Voronoi Diagrams
Unit 15 — Radians and the Unit Circle
Unit 16 — Matrix Transformations
Unit 17 — Vectors
Unit 18 — Vector Kinematics
Unit 19 — Graph Theory
Unit 20 — Graph Algorithms
Unit 21 — Statistics
Unit 22 — Correlation and Regression
Unit 23 — Non-Linear Regression and Logarithmic Scales
Unit 24 — Probability
Unit 25 — Probability Distributions
Unit 26 — Hypothesis Testing
Unit 27 — Random Variables and Estimation
Unit 28 — The Poisson Distribution
Unit 29 — Hypothesis Testing for Parameters
Unit 30 — Markov Chains
Unit 31 — Introduction to Differentiation
Unit 32 — Applications of Differentiation
Unit 33 — Integration
Unit 34 — Further Differentiation
Unit 35 — Further Integration
Unit 36 — Kinematics
Unit 37 — Differential Equations
Unit 38 — Coupled Systems and Phase Portraits

Unit 1 — Numbers, Approximation and the GDC

Topic 1: Number and Algebra

Syllabus content: SL 1.1 SL 1.6 SL 1.8

Section	Syllabus
1.1 Standard Form	SL 1.1
1.2 Rounding, Upper and Lower Bounds	SL 1.6
1.3 Percentage Error and Estimation	SL 1.6
1.4 Solving Systems of Linear Equations with a GDC	SL 1.8
1.5 Solving Polynomial Equations with a GDC	SL 1.8

Review exercises

Exam practice (with markschemes)