Algebra & Exact Work
Build fluency with indices, logarithms, sequences, binomial expansion, and multi-step equation solving.
IB Diploma Mathematics
IB DP Mathematics: Analysis & Approaches SL
One-to-one online IB Maths AA SL tutoring with Anand Sir: strengthen algebra and calculus, explain your working clearly, and build a revision plan around your school assessments.
AA SL
TrackAnalysis & Approaches
LevelStandard Level
FocusCleaner algebraic working
Papers & IA
Paper 1
90 min ยท 80 marks ยท 40%
No calculator
Paper 2
90 min ยท 80 marks ยท 40%
GDC allowed
IA
20 marks ยท 20%
Mathematical exploration
Number & Algebra
Functions
Geometry & Trigonometry
Statistics & Probability
Calculus
One-to-one online tutoring
How AA SL lessons target the marks you are losing
A recent marked test is more useful than a grade alone. Bring one question you could not start and one where your answer lost marks. I use those examples to separate a missing prerequisite from a problem with method, notation or timing.
Find the first uncertain step. Explain your approach before seeing a solution, so the lesson starts with the reasoning you need to practise.
Connect algebra to calculus. For a stationary-point question, practise solving fโฒ(x) = 0, finding the corresponding y-value and justifying the nature of the point. Each step is checked separately.
Practise both paper styles. Work on exact, non-calculator reasoning and calculator-supported questions, including how to record the method and interpret the result.
Between lessons, use a short error log: topic, first incorrect step, corrected reasoning and a question to retry. The next lesson checks whether you can apply the idea independently.
Study and course choices
Make your next maths step clearer
Choosing a route? Read IB Maths AA vs AI: choosing SL or HL for a comparison of mathematical approaches, a university-requirements checklist and the 2029 curriculum transition.
Route Navigator
Choose the right IB Math pathway
Compare Analysis and Approaches with Applications and Interpretation at Standard and Higher Level, then match your lessons to your school course and university requirements.
Student Fit
Who should take AA SL?
Analysis & Approaches SL works best when the student's university goals, mathematical confidence, and preferred problem style match the course route.
Students who enjoy algebraic reasoning and want a traditional pre-university mathematics path.
IB students targeting economics, computer science, architecture, business analytics, psychology, biology, or selective STEM-adjacent routes where SL is accepted.
Learners who need strong exam technique for non-calculator and calculator papers.
Syllabus Map
AA SL syllabus, organized for scoring
The five IB topic families stay visible, while lessons adapt to the exact AA/AI and SL/HL demand.
Functions & Graphs
Master domain/range, transformations, inverse and composite functions, quadratics, exponentials, and logarithmic graphs.
Trigonometry
Move from unit-circle understanding to identities, equations, sine/cosine rule, area formulae, and circular functions.
Statistics & Probability
Strengthen probability rules, distributions, regression, correlation, and interpretation under IB command terms.
Calculus
Cover differentiation, integration, tangents/normals, optimization, kinematics-style rates, and area under curves.
Full Topic Breakdown
AA SL topic-wise syllabus
A practical, student-friendly map of what is taught inside each topic family.
01
Number & Algebra
Make algebra fast, accurate, and readable in exam working.
AA SL Syllabus
Core topics taught for this route
Scientific notation, arithmetic sequences, geometric sequences, and sigma notation
Laws of indices and logarithms, including exponential and logarithmic equations
Binomial expansion for positive integer powers
Linear and quadratic equations, inequalities, simultaneous equations, and rearranging formulae
Proof-style communication where SL questions require clear reasoning
02
Functions
Understand how functions behave before relying on calculator output.
AA SL Syllabus
Core topics taught for this route
Domain, range, function notation, composite functions, and inverse functions
Graph transformations, intercepts, asymptotes, and key features
Linear, quadratic, cubic, reciprocal, exponential, and logarithmic functions
Solving equations graphically and algebraically
Modelling with functions and interpreting parameters in context
03
Geometry & Trigonometry
Connect diagrams, equations, exact values, and circular-function graphs.
AA SL Syllabus
Core topics taught for this route
Distance, midpoint, gradients, equations of lines, and coordinate geometry
Sine rule, cosine rule, area of a triangle, bearings, and 2D/3D trigonometry
Radians, arc length, sector area, unit circle, and exact trigonometric values
Sine, cosine, and tangent graphs with transformations
Trigonometric equations and identities at AA SL level
04
Statistics & Probability
Turn raw data and probability language into clear mathematical conclusions.
AA SL Syllabus
Core topics taught for this route
Sampling, data presentation, measures of central tendency, and spread
Correlation, regression line, interpolation, extrapolation, and reliability
Probability rules, conditional probability, Venn diagrams, and tree diagrams
Discrete random variables, expected value, variance, and standard deviation
Normal distribution and calculator-supported interpretation
05
Calculus
Build a confident bridge from graphical meaning to exact differentiation and integration.
AA SL Syllabus
Core topics taught for this route
Limits idea through gradient, derivative notation, and differentiation from first principles conceptually
Derivative rules for powers, sums, products by constants, exponentials, and logarithms
Tangents, normals, increasing/decreasing intervals, stationary points, and optimization
Kinematics-style rates of change where relevant
Indefinite and definite integration, area under curves, and simple accumulation problems
Assessment
Exam and IA preparation
1
Paper 1: non-calculator reasoning and exact mathematical communication.
2
Paper 2: calculator-supported questions with graphing and applied interpretation.
3
Internal Assessment: a mathematical exploration with clear personal engagement and communication.
How Classes Run
Teaching plan
- Route diagnostic to find algebra, functions, trig, and calculus gaps before school pressure builds.
- Chapter-by-chapter concept building with exam-style questions from easy to grade-7 level.
- GDC tutorial for Paper 2: graphing, tables, regressions, distribution checks, and answer verification.
- IA topic selection, structure review, mathematical depth checks, and final presentation feedback.
- Past-paper rehearsal with error logs, command-term discipline, and calculator/non-calculator separation.
Outcome Focus
What students build in AA SL
Cleaner algebraic working
Better Paper 1 confidence
Stronger calculus base
IA-ready writing
Online lessons from India, planned in your timezone
Anand Sir teaches from Bangalore. Share your course, examination year and preferred local times to check availability for a paid introductory session.
Next Step
Start with a route check, not guesswork.
Bring the student's current syllabus, recent test, or university target. The introductory session can confirm whether AA SL is the right path and where to begin.