IB Math AA HL · 2021 to 2026
5.5 Introduction to integration
12 past paper questions from 8 exam sittings. See what repeats, then practise the same skills with AI marking.
9 AI-marked questions built for this exam pattern
2021 to 2026 · HL
5.5 Introduction to integration
Latest sitting May 2026
- questions
- 12
- questions
- sittings
- 8
- sittings
- micro-topics
- 2
- micro-topics
2021 to 2026
Micro-topics in 5.5 Introduction to integration
In syllabus order. The ring is the share of papers each appears in.
- Occasional
last May 26 P1
- Less common
last May 26 P3
Exam pattern
Which micro-topics repeat, and which are due, rising or fading.
Does it repeat?
Questions per year for each micro-topic.
fewermore
| Micro-topic | 2021 | 2022 | 2023 | 2024 | 2025 | 2026 |
|---|---|---|---|---|---|---|
5.5.1Antidifferentiation | 3 | 1 | · | · | 3 | 1 |
5.5.2Area under a curve | · | · | · | · | 1 | 3 |
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Frequently asked questions
Short answers about this page.
Which Math AA HL exam sessions are covered for 5.5 Introduction to integration?
12 sessions from 2021 to 2026, the latest May 2026. Every Paper 1, 2 and 3 in every timezone is read and classified in full.
Which 5.5 Introduction to integration topic comes up most?
Antidifferentiation (5.5.1): in 11% of sittings, last seen May 26 P1, usually a "find / solve" question worth about 2.9 marks.
Can I see the original question and mark scheme?
No. The wording belongs to the IB. You get the citation, the marks, the command term and the skill tested, plus our own practice questions of the same shape with worked answers and AI marking.
What do "banker", "due" and "rising" mean?
Banker: examined in at least one sitting in four and still appearing. Due: regular before, but absent for the last two exam sessions. Rising: clearly more common in the last two years. Our classification of real papers, not an IB statistic.
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Reading this page and the exam pattern is free. A free account generates three sets of ten questions and launches one practice set. Pro opens every question in any scope, sets of twenty or all, and unlimited practice.
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