IB Math AA SL
IB Diploma Programme Mathematics: Analysis and Approaches Standard Level
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ExploreAbout this exam
IB Math AA SL - Mathematics: Analysis and Approaches Standard Level - is one of the two Standard Level mathematics courses in the IB Diploma Programme, and the one built around algebra, functions and calculus rather than a statistics-heavy treatment. It suits students who are comfortable manipulating expressions, sketching curves and reasoning symbolically, and who are heading towards economics, chemistry, engineering-adjacent or other numerate degrees. It is taught over the two-year programme at your school and assessed through two externally marked papers plus an internally marked mathematical exploration. Paper 1 is the no-calculator paper, where clean technique and exact values matter; Paper 2 assumes a graphic display calculator and rewards interpretation, modelling and clear communication of results. The syllabus runs across number and algebra, functions, geometry and trigonometry, statistics and probability, and calculus, with marks reserved for justified working rather than final answers alone. Effective preparation means working topic by topic against the syllabus statements, keeping an error log of mistakes you repeat, and practising written solutions the way a marker reads them. For the exploration, choose a narrow question that genuinely interests you and keep the mathematics - not the context - at the centre, and start it early. Confirm all current assessment arrangements at ibo.org; this page is independent study material and is not affiliated with the IB.
What you'll study
About IB Math AA SL preparation
What does the assessment actually consist of?
Three components: Paper 1, a short-response paper taken without a calculator; Paper 2, an extended-response paper where a graphic display calculator is required; and the Internal Assessment, a written mathematical exploration marked by your teacher and moderated externally. Papers are set and marked externally. Check the current subject guide at ibo.org for the exact structure in your session.
How difficult is AA SL compared with AI SL?
AA SL moves faster through algebra and introduces calculus and proof-style reasoning earlier, so it feels harder if your manipulation skills are shaky. AI SL spends more time on statistics, modelling and technology. Students who enjoy symbolic work usually find AA SL more satisfying; students who dislike algebra without context often struggle with it.
How long are the papers and how many marks are they worth?
The IB publishes the current duration, mark totals and component weightings in its subject guide and programme pages at ibo.org. Those details are tied to your examination session, so use the version published for your year rather than a number quoted in a forum or an older textbook.
Can I retake the exam if I am unhappy with my grade?
The IB does allow retakes in a later examination session, and your school's IB coordinator handles the entry. Ask about registration deadlines and whether your Internal Assessment mark can be carried forward. The rules on carrying forward coursework are set by the IB, so confirm them at ibo.org before you plan.
In what order should I study the topics?
Start with functions and algebra, because nearly every later topic leans on them. Then take sequences and logarithms, move into trigonometry, and leave calculus until your function skills are solid. Statistics and probability can be studied alongside. Follow your school's sequence for tests, but use this order for independent revision of weak areas.
Do I need a graphing calculator, and which one?
You need a graphic display calculator for Paper 2 and for parts of the course, and it must be on the IB's approved list. Any permitted model works; the important thing is that you know its menus cold before the exam - solving equations, finding intersections, numerical derivatives and integrals, and reading tables. Learn it in the first term, not the last.
What makes a good Internal Assessment topic?
A narrow question you can genuinely model with SL mathematics, where the maths does the work rather than the context. Avoid topics that need techniques beyond the syllabus and avoid famous set-piece explorations that appear in every cohort. Aim for something you can collect or generate data for, and write it up as a coherent piece of reasoning, not a report.
Do I have to memorise formulas?
A formula booklet is provided in the examination, so memorising everything is wasted effort. What is not provided is judgement: knowing which formula applies, when a result is exact rather than approximate, and how to set out a solution a marker can follow. Practise with the booklet open from day one so you know exactly what is in it and where.
What are the most common ways candidates lose marks?
Working without justification, rounding too early and carrying the error through, misreading whether a calculator is permitted, giving an answer with no interpretation in context, and running out of time on the last questions because earlier ones were over-written. Show the substitution, keep exact values until the final step, and answer the question that was asked.