Time Alloted
Standard Level (SL) – 1.5 hours
Higher Level (HL) – 2 hours
IB Math AA Tuition
Understand the syllabus, exam format and get free resources.
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Why Ascend Now is the Top Choice for IB Math AA Tuition?
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Of Ascend Now Students got 6+/7 in IB DP Math AA
83%
Improved their IB DP Math AA score by 1 point or more
12+
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81%
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What is IB DP Math AA? Why Study it?
The IBDP Mathematics: Analysis and Approaches course is a rigorous exploration of mathematical concepts focused on developing analytical expertise and problem-solving skills. This course is ideal for students with strong mathematical abilities and a passion for understanding abstract concepts and their real-world applications. It is particularly valuable for those pursuing careers in engineering, physical sciences, economics, and technology, where advanced mathematical proficiency is essential. By studying Mathematics: Analysis and Approaches, students gain a deep understanding of the structure and beauty of mathematics, equipping them with the skills needed for higher education and beyond.
Your track record in the IB Math AA Tuition course is one of the key factors that will determine your college acceptances. Work with certified IB Math AA Tuition Examiners to get that 7/7.
Speak to an advisor todayIB DP Math AA Syllabus: Topics + Overview
Topic
Included in both SL and HL
Only HL
Number and Algebra
Recommended Learning:
±33 Hours
Sub-topics
Scientific notation, sequences and series, exponents and logarithms, proofs, binomial theorem.
Recommended Learning: 19 Hours
Sub-topics
Counting principles, complex numbers, complex plans, complex roots, systems of equations.
Recommended Learning: 39 Hours
Functions
Recommended Learning:
±33 Hours
Sub-topics
Basic functions, graph of functions, special functions, solving equations, graph transformations,
Recommended Learning: 21 Hours
Sub-topics
Polynomial functions.
Recommended Learning: 32 Hours
Geometry and Trigonometry
Recommended Learning:
±33 Hours
Sub-topics
Introduction to geometry, sine and cosine rules, triangles, the circle, trigonometry, trig composites, solving trig equations,
Recommended Learning: 25 Hours
Sub-topics
Identities, vector concepts, multiple vectors, vector equations, points of intersections, dot product, vector planes, intersecting planes.
Recommended Learning: 51 Hours
Statistics and Probability
Recommended Learning:
±33 Hours
Sub-topics
Population and data, central tendency, linear correlation, introduction to probability, types of probabilities, random variables, distributions, bivariate statistics.
Recommended Learning: 27 Hours (SL) / 33 Hours (HL)
Sub-topics
Calculus
Recommended Learning:
±33 Hours
Sub-topics
Limits, derivatives, differentiation, integration, further integration, kinematics.
Recommended Learning: 28 Hours
Sub-topics
Maclaurin series.
Recommended Learning: 55 Hours
Investigation and Problem Solving
Recommended Learning:
±33 Hours
Sub-topics
Recommended Learning: 30 Hours
Sub-topics
Recommended Learning: 30 Hours
Number and Algebra
Topic
Recommended Learning:
±33 Hours
Included in both SL and HL
Sub-topics
Scientific notation, sequences and series, exponents and logarithms, proofs, binomial theorem.
Recommended Learning: 19 Hours
Only HL
Sub-topics
Counting principles, complex numbers, complex plans, complex roots, systems of equations.
Recommended Learning: 39 Hours
Functions
Topic
Recommended Learning:
±33 Hours
Included in both SL and HL
Sub-topics
Basic functions, graph of functions, special functions, solving equations, graph transformations,
Recommended Learning: 21 Hours
Only HL
Sub-topics
Polynomial functions.
Recommended Learning: 32 Hours
Geometry and Trigonometry
Topic
Recommended Learning:
±33 Hours
Included in both SL and HL
Sub-topics
Introduction to geometry, sine and cosine rules, triangles, the circle, trigonometry, trig composites, solving trig equations,
Recommended Learning: 25 Hours
Only HL
Sub-topics
Identities, vector concepts, multiple vectors, vector equations, points of intersections, dot product, vector planes, intersecting planes.
Recommended Learning: 51 Hours
Statistics and Probability
Topic
Recommended Learning:
±33 Hours
Included in both SL and HL
Sub-topics
Population and data, central tendency, linear correlation, introduction to probability, types of probabilities, random variables, distributions, bivariate statistics.
Recommended Learning: 27 Hours (SL) / 33 Hours (HL)
Only HL
Sub-topics
Calculus
Topic
Recommended Learning:
±33 Hours
Included in both SL and HL
Sub-topics
Limits, derivatives, differentiation, integration, further integration, kinematics.
Recommended Learning: 28 Hours
Only HL
Sub-topics
Maclaurin series.
Recommended Learning: 55 Hours
Investigation and Problem Solving
Topic
Recommended Learning:
±33 Hours
Included in both SL and HL
Sub-topics
Recommended Learning: 30 Hours
Only HL
Sub-topics
Recommended Learning: 30 Hours
Download full sub-topic list for the IB DP Math AI SL and HL
Download SyllabusIB DP Math AA Exams and Past Papers: Overview
Paper 1
For both SL and HL
40% of SL Final Exam Grade
30% of HL Final Exam Grade
Example Question
Function
Differentiate the function f(x)=3x2+2x+1f(x) = 3x^2 + 2x + 1f(x)=3x2+2x+1 and find its critical points.
Paper 2
For both SL and HL
40% of SL Final Exam Grade
30% of HL Final Exam Grade
Example Question
Equation Sin
Use your calculator to solve the equation sin(x)=0.5\sin(x) = 0.5sin(x)=0.5 for 0≤x≤2π0 \leq x \leq 2\pi0≤x≤2π.
Paper 3
Only HL
NA
20% of HL Final Exam Grade
Example Question
Convergence
Discuss the convergence of the series ∑n=1∞1n2\sum_{n=1}^{\infty} \frac{1}{n^2}∑n=1∞n21.
Internal Assessment
For both SL and HL
20% of SL Final Exam Grade
20% of HL Final Exam Grade
Example Topic
Investigating the mathematics behind the Fibonacci sequence and its applications.
Download all the free past papers
Download Free Test PaperIs IB Math AA Difficult?
The difficulty of the course is subject to the student’s mathematical background, interest, and dedication. IBDP Mathematics: Analysis and Approaches can be challenging, especially at the Higher Level, as it requires a deep understanding of complex mathematical concepts, rigorous problem-solving skills, and the ability to apply abstract theories to real-world scenarios. However, with consistent practice, support, and dedication, students can excel in this course and develop strong analytical skills that are highly valued in many academic and professional fields.
May 2023 Score Distribution
Standard Level
Higher Level
41,680
Number of SL students
7,864
Number of HL students
3.9
SL Mean Score
4.4
HL Mean Score
Ascend Now Examiner Tips
Practice Problem-Solving Regularly
"Engage with a variety of mathematical problems regularly to strengthen your ability to identify key concepts, apply appropriate methods, and solve complex problems efficiently."
Naman
IB DP Math AA Tutor
8+ years of experience teaching Math, Physics and Chemistry.
Use Technology Wisely
"Master the use of calculators and mathematical software for Paper 2 and Paper 3. Ensure you can efficiently use technology to explore new ideas and solve problems."
Vidhi
IB DP Math AA Tutor
7+ years teaching Math; BA in Accounding and Business Management
Plan and Manage Your Internal Assessment
"Choose a topic that genuinely interests you for your IA. Thorough planning and time management are crucial for producing a high-quality exploration."
Priya
IB DP Math AA Tutor
Passionate teacher with 10+ years of experience improving student math skills
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