1.1SL
Scientific notation
- Operations with numbers written as a × 10ᵏ
- Use 1 ≤ a < 10 with integer k and communicate an appropriate degree of accuracy
IB Math AA HL Tuition for Year 5 & 6 | Analysis & Approaches
IB Math Tuition Singapore
Master IB Math AA HL with Structured IB Curriculum
IB Math AA HL Tuition Singapore | Expert IB Maths Tutors
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Read student testimonials →Unlock success in the final two years of the International Baccalaureate Diploma Programme (IBDP) with our dedicated IB Math AA HL (Analysis & Approaches, Higher Level) tuition at Tim Gan Math, Bukit Timah, Singapore. Whether your child is at ACS (Independent), SJI, UWCSEA, or another IB school, and whether they are progressing from IGCSE/Year 4 or joining fresh in Year 5, our expert-led classes are tailored to navigate the leap in rigour that the IB Mathematics curriculum demands. Our programme covers all five core IB Math AA HL topics: Number & Algebra, Functions, Geometry & Trigonometry, Statistics & Probability, and Calculus. Book a trial lesson now and give them the best start to their IB Mathematics journey.
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IB Math Tuition Fees - Transparent Pricing
Current Year 5 and Year 6 IB Math AA HL tuition fees. No registration or materials fees.
At Tim Gan Math, we believe in honest, transparent pricing.
Term-based payments only – no hidden fees or surprise add-ons.
What you see is what you pay – regular lessons and materials are included.
No compulsory extra lessons – you stay in control of your lesson commitments.
Join a trial lesson – find out whether our teaching style suits your learning needs.
Year 5
Year 5 IB Math HL
$110
per lesson (term payment)
Fees remain fixed at $110/lesson until end of Year 6 when you join in Year 5.
2026 Term Breakdown & Costs
| Term | Dates | Chargeable Lessons | Total Cost |
|---|---|---|---|
| Term 1 | 26 Jan - 5 Apr | 9 | $990 |
| Term 2 | 6 Apr - 27 Jun | 12 | $1,320 |
| Term 3 | 28 Jun - 12 Sep | 11 | $1,210 |
| Term 4 | 13 Sep - 30 Nov | 11 | $1,210 |
* Term fees include all revision lessons, exams and extra classes. Joining mid-term will be prorated.
Year 6
Year 6 IB Math HL
$120
per lesson (term payment)
Year 6 starts in November of your Year 5.
2026 Term Breakdown & Costs
| Term | Dates | Chargeable Lessons | Total Cost |
|---|---|---|---|
| Term 1 | 2 Jan - 5 Apr | 12 | $1,440 |
| Term 2 | 6 Apr - 27 Jun | 12 | $1,440 |
| Term 3 | 28 Jun - 12 Sep | 11 | $1,320 |
| Term 4 | 13 Sep - 10 Nov | 11 | $1,320 |
* Term fees include all revision lessons, exams and extra classes. Joining mid-term will be prorated.
We only accept term payment. Fees are fixed from Year 5 to Year 6 (if you join in Year 5, fees remain at $110/lesson until end of Year 6). Year 6 starts in November.
Book Trial LessonWhat's Included in Your IB Math AA HL Tuition
Everything you need to excel in Year 5 & 6 IB Mathematics AA HL
Structured curriculum and teaching
TGM Study Hub access
IB Math question bank
Comprehensive lesson notes
Online community support
WhatsApp consultation with instructors
Updated for 2026 examination sessions
Complete IB Math AA HL Syllabus
The Analysis & Approaches Higher Level course contains five core topics. Open any topic below for its complete numbered syllabus, key formulae and the depth expected at HL.
5 core topics210 recommended topic hours4 assessment components
Assessment structure
External examinations make up 80% of the final grade; the mathematical exploration contributes the remaining 20%.
30%
Paper 1
120 minutes
No calculator
Compulsory short- and extended-response questions with an emphasis on analytical methods, clear working and mathematical reasoning.
30%
Paper 2
120 minutes
Graphic display calculator required
Compulsory short- and extended-response questions. A GDC is required, although not every part needs technology.
20%
Paper 3
60 minutes
Graphic display calculator required
Two compulsory extended-response problem-solving questions that assess sustained reasoning across the syllabus.
20%
Internal Assessment
Individual exploration
Technology used where appropriate
A mathematical exploration in which students investigate a chosen topic and communicate their mathematics clearly.
Topic-by-topic outline
SL content is the shared foundation; AHL marks the additional Higher Level content.
SL foundationAHL extension
1.2SL
Arithmetic sequences and series
- nth term: uₙ = u₁ + (n − 1)d
- Sum: Sₙ = n/2[2u₁ + (n − 1)d]
- Sigma notation and applications to modelling
1.3SL
Geometric sequences and series
- nth term: uₙ = u₁rⁿ⁻¹
- Finite sum: Sₙ = u₁(rⁿ − 1)/(r − 1)
- Sigma notation and real-world applications
1.4SL
Financial applications
- Compound interest and depreciation
- Use technology to solve problems involving loans, investments and repeated percentage change
1.5SL
Integer exponents and logarithms
- Laws of exponents for integer powers
- Introduction to logarithms as inverse operations of exponentiation
- Solve simple exponential equations
1.6SL
Simple deductive proof
- Numerical and algebraic proof
- Correct use of equality (=) and identity (≡)
- Present a logical chain from assumptions to conclusion
1.7SL
Exponents and logarithms
- Laws of logarithms and rational exponents
- Change of base: logₐx = logᵦx/logᵦa
- Solve exponential equations using logarithms
1.8SL
Infinite geometric sequences
- Recognise convergence when |r| < 1
- Infinite sum: S∞ = u₁/(1 − r)
1.9SL
The binomial theorem
- Expand (a + b)ⁿ for positive integer n
- General term and binomial coefficients
- Pascal's triangle and technology
1.10AHL
Counting principles and binomial extension
- Permutations and combinations
- Extend the binomial theorem to rational exponents
- Determine valid intervals of convergence
1.11AHL
Partial fractions
- Decompose rational expressions with up to two distinct linear denominator factors
- Use decompositions for simplification and integration
1.12AHL
Complex numbers
- Cartesian form z = a + bi and i² = −1
- Real and imaginary parts, conjugate, modulus and argument
- Represent complex numbers on an Argand diagram
1.13AHL
Polar and exponential forms
- z = r(cos θ + i sin θ) = r cis θ
- Euler form z = reⁱᶿ
- Products, quotients and geometric interpretations
1.14AHL
Complex roots and De Moivre's theorem
- Complex conjugate roots of polynomials with real coefficients
- Use De Moivre's theorem for integer and rational powers
- Find and represent roots of complex numbers
1.15AHL
Proof methods
- Proof by mathematical induction
- Proof by contradiction
- Use counterexamples to disprove a statement
1.16AHL
Systems of linear equations
- Solve systems with up to three equations and three unknowns
- Identify unique, infinite or no-solution cases
- Interpret solutions geometrically
Exam focus
Students commonly lose marks through imprecise algebra, missing restrictions and incomplete proof structure.
About this syllabus outline
This teaching-friendly summary follows the current IB Math AA HL guide for 2026 examinations. Schools may teach the same content in different sequences. The official IB guide remains the source of truth for assessment requirements.
Need a study plan that matches your school's teaching order?
Book Trial LessonIB Math AA HL Tuition Schedule 2026
Year 5 & Year 6 class schedule
| Day | Time | Location | Tutor | Physical | Online |
|---|---|---|---|---|---|
| Friday | 5:00 PM - 7:00 PM | Bukit Timah | Mr Gan | Available | Available |
Note: Both ACS and SJI syllabi cover the same topics, just in a different sequence. If you are unsure which class to join, please contact us.
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Experience our structured IB Math AA HL curriculum and expert teaching first-hand. Sign up for a paid trial lesson today.
IB Math Tuition Centre Location
Year 5 & 6 IB Mathematics AA HL classes at Bukit Timah (Tan Kah Kee MRT)
Bukit Timah
King's Arcade, 559 Bukit Timah Rd, #03-01B, Singapore 269695
5 mins walk from Tan Kah Kee MRT
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Join our Year 5 & 6 IB Math AA HL tuition programme and experience structured support from Mr Gan.
