IB DP Math AA HL Exam Prep
84 exam-style worksheets covering every single topic in the IB DP Mathematics Analysis and Approaches Higher Level syllabus. Built from real IB past papers. Complete markschemes included.
84
Worksheets
5
Topics Covered
3
Mock Exams
4
P3 Investigations
Why students choose our AA HL worksheets
We analyzed all past paper sets to build the most targeted exam prep available.
Built from Real Exams
Every question is modelled on actual IB past paper questions from 2020-2025. We know exactly what the examiners test.
Difficulty That Scales
Easy, Medium, Hard, and Super Hard levels. Start where you are and build up to the hardest exam questions.
Full Markschemes
Not just answers — complete worked solutions with mark allocation matching IB examiner expectations.
Complete topic-by-topic coverage
Every single AA HL syllabus topic is covered. Nothing left out.
Topic 1: Number & Algebra
22 worksheets- Complex numbers & de Moivre's theorem
- Proof by mathematical induction
- Sequences, series & convergence
- Binomial theorem & counting
- Partial fractions
Exam insight: Proof by induction appears on EVERY Paper 1. Complex numbers worth 5-17 marks.
Topic 2: Functions
8 worksheets- Domain, range, inverse & composite
- Graph transformations
- Polynomial & rational functions
- Asymptotes & curve sketching
Exam insight: Functions extended questions worth 15-20 marks in Paper 1 Section B.
Topic 3: Geometry & Trigonometry
12 worksheets- Vectors, lines & planes in 3D
- Double & compound angle formulae
- Trigonometric identities & proofs
- Coordinate geometry & conics
Exam insight: Vectors & planes questions appear in almost every exam session. 10-15 marks typical.
Topic 4: Statistics & Probability
13 worksheets- Normal distribution & inverse normal
- Hypothesis testing & chi-squared
- Bayes' theorem
- Continuous random variables & PDF
Exam insight: Normal distribution is a guaranteed Paper 2 Section B question. 16 marks typical.
Topic 5: Calculus
22 worksheets- Integration by parts & substitution
- Differential equations
- Maclaurin series & Taylor polynomials
- L'Hôpital's rule & limits
- Euler's method & slope fields
- Areas, volumes & kinematics
Exam insight: Integration by parts appears in EVERY exam. Maclaurin series is a high-frequency HL topic.
Mock Exams & Paper 3 Investigations
7 worksheets- Full Paper 1 mock (2 hours, 110 marks)
- Full Paper 2 mock (2 hours, GDC allowed)
- Paper 3 mock investigation (1 hour)
- 4 extra Paper 3 practice investigations
Pro tip: Do full mock papers under timed exam conditions 2-3 weeks before your exam for maximum impact.
Choose your pack
Buy individual topics or get the complete pack for the biggest savings. Individual worksheets also available at $2.50 USD (HK$20) each.
Topic 1: Number & Algebra
Sequences, complex numbers, proof by induction, binomial theorem & more
HK$156
22 worksheets · Save 64%
Topic 2: Functions
Domain/range, transformations, polynomial & rational functions
HK$117
8 worksheets · Save 25%
Topic 3: Geometry & Trig
Vectors, planes, trig identities, compound angles & coordinate geometry
HK$156
12 worksheets · Save 33%
Topic 4: Stats & Probability
Normal distribution, hypothesis testing, Bayes' theorem, chi-squared
HK$156
13 worksheets · Save 39%
Topic 5: Calculus
Integration by parts, differential equations, Maclaurin series & more
HK$156
22 worksheets · Save 64%
Mock Exams + Investigations
3 full mock papers (P1, P2, P3) + 4 Paper 3 investigation-style problems
HK$117
7 worksheets · Save 14%
AA HL Complete Pack
Every single AA HL worksheet — all 5 topics, mock exams & investigations. The ultimate exam prep.
HK$468
84 worksheets · Save 71%
Also studying MYP?
Browse AA HL Worksheets
Click any worksheet to add it to your cart. Every worksheet includes a markscheme.
Showing 84 of 84 worksheets
Arithmetic sequences and applications
Sequences & Series
Geometric sequences and convergence
Sequences & Series
Sequences and series — mixed problems
Sequences & Series
Sequences and series — exam-level
Sequences & Series
Sequences, binomial & counting — combined
Sequences & Series
Exponent laws and logarithmic equations
Exponents & Logarithms
Exponential and logarithmic equations
Exponents & Logarithms
Exponents and logarithms — exam-level
Exponents & Logarithms
Binomial expansion and counting
Binomial Theorem
Binomial theorem — exam-level
Binomial Theorem
Permutations, combinations and counting
Counting & Combinations
Counting principles — exam-level
Counting & Combinations
Exponents, binomial & counting — combined
Counting & Combinations
Complex numbers — introduction
Complex Numbers
Complex numbers — operations and polar form
Complex Numbers
Complex numbers — de Moivre and roots
Complex Numbers
Complex numbers — exam-level
Complex Numbers
Mathematical induction — standard problems
Proof by Induction
Proof by induction — exam-level
Proof by Induction
Proof by induction — challenging
Proof by Induction
Partial fractions decomposition
Partial Fractions
Systems of linear equations (3×3)
Systems of Equations
Domain, range, inverse and composite
Functions Fundamentals
Quadratic functions and applications
Quadratic Functions
Exponential and logarithmic functions
Exponential & Log Functions
Transformations of graphs
Graph Transformations
Polynomial and rational functions
Polynomial & Rational Functions
Polynomial and rational — exam-level
Polynomial & Rational Functions
Functions — advanced exam-level
Functions Extended
Functions — IB Paper 1 Section B
Functions Extended
Trigonometric ratios and unit circle
Trigonometric Basics
Sine rule, cosine rule and area
Sine & Cosine Rule
Trigonometric identities and equations
Trigonometric Identities
Trigonometric functions and modelling
Trig Functions & Modelling
Double and compound angle formulae
Compound & Double Angles
Trigonometric equations — exam-level
Trigonometric Equations
Trigonometry — IB Paper 1 challenging
Trigonometry Combined
Vectors — lines and scalar product
Vectors
Vectors and planes — equations and intersections
Vectors & Planes
Vectors and planes — exam-level
Vectors & Planes
Vectors, planes and lines — challenging
Vectors & Planes
Coordinate geometry — conic sections
Coordinate Geometry
Descriptive statistics and representations
Descriptive Statistics
Probability — counting and conditional
Probability Fundamentals
Conditional probability and Bayes
Conditional Probability
Bayes' theorem — exam-level
Bayes' Theorem
Binomial distribution
Binomial Distribution
Normal distribution — introduction
Normal Distribution
Normal distribution — exam-level
Normal Distribution
Normal distribution — challenging
Normal Distribution
Continuous random variables and PDF
Continuous RV
Regression and correlation
Regression & Correlation
Hypothesis testing
Hypothesis Testing
Chi-squared test — GOF and independence
Chi-Squared Tests
Probability — super challenging
Probability Combined
Differentiation — first principles and rules
Differentiation Basics
Differentiation techniques — advanced
Differentiation Techniques
Differentiation — exam-level techniques
Differentiation Techniques
Applications — tangents, normals, rates
Applications of Differentiation
Optimization and curve sketching
Optimization
Optimization — challenging problems
Optimization
Integration — antiderivatives and basic techniques
Integration Basics
Integration by substitution
Integration by Substitution
Integration by substitution — exam-level
Integration by Substitution
Integration by parts — standard problems
Integration by Parts
Integration by parts — exam-level
Integration by Parts
Integration by parts — challenging
Integration by Parts
Areas and volumes of revolution
Areas & Volumes
Areas and volumes — challenging
Areas & Volumes
Kinematics — displacement, velocity, acceleration
Kinematics
L'Hôpital's rule and improper integrals
L'Hôpital's Rule & Limits
Differential equations — separable and first order
Differential Equations
Differential equations — exam-level
Differential Equations
Euler's method — numerical solutions
Euler's Method
Slope fields and phase portraits
Slope Fields
Maclaurin series — standard expansions
Maclaurin Series
Maclaurin series — challenging
Maclaurin Series
Mock Exam — Paper 1 (Section A & B)
Mock Exam
Mock Exam — Paper 2 (Section A & B)
Mock Exam
Mock Exam — Paper 3 (Investigation)
Mock Exam
Calculus and functions investigation
Investigation
Geometry and calculus investigation
Investigation
Mixed topics investigation
Investigation
Probability and algebra investigation
Investigation
Made by someone who's been where you are
I scored 7/7 in IB DP Higher Level Mathematics, graduated from Renaissance College Hong Kong, and went on to earn a Master's in Data Science from HKU. I've spent 5+ years tutoring IB DP, MYP, and IGCSE students — and I built these worksheets to give you the exact practice I wish I'd had.
Don't leave marks on the table
The difference between a 6 and a 7 is preparation. 84 exam-style worksheets, every topic covered, real IB past paper style. Your exams are coming — start practising now.