Mock Exam Pack AA HL
Prepare for your IB Mathematics: Analysis and Approaches Higher Level
exam with this professionally designed mock exam pack from SAMZHUB.
This product includes:
✅ Paper 1 (No Calculator) — 110 marks | 2 hours
✅ Paper 1 Full Markscheme — with M, A, and R marks clearly indicated
✅ Paper 2 (Calculator Allowed) — 110 marks | 2 hours
✅ Paper 2 Full Markscheme — with M, A, and R marks clearly indicated
✅ Paper 3 (Calculator Allowed) — 55 marks | 1 hour 15 minutes
✅ Paper 3 Full Markscheme — with M, A, and R marks clearly indicated
Total: 275 marks of original exam practice across all three papers.
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WHAT MAKES THIS MOCK EXAM DIFFERENT?
• Written to match the difficulty and style of recent IB AA HL exams
• Covers all major HL topics across all three papers
• Markschemes follow official IB format with method marks,
answer marks, and reasoning marks
• Paper 3 investigation questions mirror the style of real HL Paper 3
• Professionally typeset in LaTeX — clean, clear, exam-ready
• Includes TikZ diagrams — no hand-drawn elements
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TOPICS COVERED
Paper 1 (No Calculator):
• Geometric sequences and series
• Functions, inverses, and transformations
• Complex numbers (polar form, De Moivre's theorem)
• Implicit differentiation
• Vectors and skew lines
• Conditional probability and independence
• Trigonometric equations
• Integration by substitution
• Proof by mathematical induction
• Rational functions and calculus (extended)
• Vectors and planes (extended)
• Differential equations and Maclaurin series (extended)
Paper 2 (Calculator Allowed):
• Normal distribution and hypothesis testing
• Binomial expansion
• Exponential equations
• Trigonometry (sine and cosine rule)
• Arithmetic sequences
• Optimization
• Complex polynomial roots
• Bayes' theorem
• Vectors (cross product, area)
• Statistics and probability (extended)
• Integration by parts (extended)
• Logistic differential equations and Euler's method (extended)
Paper 3 (Calculator Allowed — Investigation):
• Problem 1: Cubic polynomials, discriminant analysis,
Cardano's formula, trigonometric solution of cubics
• Problem 2: Logistic population model, harvesting,
equilibrium stability, maximum sustainable yield
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WHO IS THIS FOR?
• IB AA HL students preparing for their final exams
• Students who want Paper 3 practice (rare in third-party resources)
• Teachers looking for high-quality HL assessment material
• IB tutors who need original mock exams for their students
• Students targeting Grade 6 or 7
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FORMAT
• Digital download — PDF format
• Instant delivery after purchase
• No physical product will be shipped
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This work is an independent publication and has not been authorized,
sponsored, or otherwise approved by the International Baccalaureate
Organization (IBO).