Mathematics
Analysis and Approaches
Math AA is a rigorous and in-depth course designed for students who have a strong interest in mathematics and enjoy exploring theoretical concepts and abstract reasoning. This course is ideal for those who are keen on pursuing fields such as mathematics, engineering, physics, or computer science.
Math AA is a core part of the IB Diploma Program, challenging students to develop their mathematical thinking and problem-solving skills through both analytical and theoretical approaches. At LXMATH, we are dedicated to teaching this course with clarity and enthusiasm, using a personalized, technological, and supportive approach to help students turn challenges into successes.
pedagogical resources
We teach Math AA with a dynamic approach
We focus on deep understanding, using virtual reality, advanced problem sets, graphing software, and theoretical exercises that encourage analytical thinking and precision.
Virtual Reality
Graphic Simulators
Advanced Problem Sets
services we offer in
Mathematics: Analysis and Approaches
1
Tutoring
Personalized lessons to clarify complex mathematical concepts. Detailed explanations, problem-solving sessions, and doubt resolution.
2
Exam Preparation
Intensive preparation for IB exams with a focus on advanced problem-solving techniques, past paper practice, and mock exams. Support in creating a structured study plan tailored to each student’s needs.
3
Mentoring
Continuous academic guidance with regular check-ins and goal-setting. Development of advanced study techniques, time management, and exam strategies specific to analysis and approaches.
4
Customized Solutions
Tailored learning plans designed to meet individual student goals, whether it’s mastering a challenging topic, achieving top grades, or accelerating the learning process.
curriculumn of
math AA
Our tutors are highly skilled in teaching Mathematics: Analysis and Approaches, with deep expertise in the IB curriculum and extensive experience in the full range of topics covered in the course.
Standard Level (SL)
- Topic 1: Number and Algebra
- Sequences and series
- Logarithms and exponentials
- Proof by induction
- Topic 2: Functions
- Polynomial, rational, and trigonometric functions
- Graphical analysis, transformations, and inverse functions
- Modeling with functions
- Topic 3: Geometry and Trigonometry
- Analytical geometry in two and three dimensions
- Trigonometric identities and equations
- Applications to real-world problems
- Topic 4: Statistics and Probability
- Statistical distributions and data analysis
- Probability theory and discrete random variables
- Normal distribution and inferential statistics
- Topic 5: Calculus
- Limits, continuity, and derivatives
- Techniques of integration
- Applications in optimization, kinematics, and area under curves
Higher Level (HL)
- All SL Topics Plus:
- Advanced Algebra
- Complex numbers and their properties
- Matrices and determinants
- Further sequences and series
- Advanced Functions and Equations
- Higher-order polynomials
- Rational functions and asymptotic behavior
- Advanced Calculus
- Differential equations and their applications
- Taylor series and convergence
- Advanced integration techniques
- Further Topics in Statistics and Probability
- Advanced probability distributions
- Continuous random variables
- Hypothesis testing and confidence intervals
