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IB DP Math AA and AI Mock Exams-IB Style Question Papers for HL And SL for Paper 1 &2 -Updated 2026

Purpose of Mock Examinations

  • Develop familiarity with the exam format and the types of questions that may appear.
  • Identify areas of weakness and target them for improvement.
  • Build confidence while reducing exam-related anxiety.
  • Experience realistic time constraints and exam conditions.
  • Strengthen test-taking strategies and time management skills.

Mock Exams MAA SL New

∫ x² dx     f(x)=ax²+bx+c
sin(x)+cos(x)     P(A|B)
σ² = Σ(x-μ)²/n     ln(x)

Mock Exams MAA SL Paper 1

d/dx (x³)     ∫ e^x dx
r = a(1 + cosθ)     z = (x-μ)/σ
Σ fx     tan(x)

Mock Exams MAA SL Paper 2

Mock Exams MAA HL New

∫ x³ dx     e^{ix} = cosx + i sinx
Σ r^n     \(\vec{r} = xi + yj\)
d²y/dx²     ln(x²+1)

Mock Exams MAA HL Paper 1

∫ e^x sinx dx     z = r(cosθ + i sinθ)
lim (x→∞)     \(\frac{dy}{dx}\)
P(X ≥ a)     binomial(n,p)

Mock Exams MAA HL Paper 2

Mock Exams MAI SL New

P(A|B)     μ = Σx/n
σ = √Σ(x-μ)²/n     y = mx + c
r = correlation     % change

Mock Exams MAI SL Paper 1

A = P(1+r)^n     N(t)=N₀e^{kt}
z = (x-μ)/σ     histogram
probability     regression

Mock Exams MAI SL Paper 2

Mock Exams MAI HL New

N(t)=N₀e^{kt}     z = (x-μ)/σ
P(X≥a)     Σ fx
y = a + bx     r²

Mock Exams MAI HL Paper 1

∫ f(x) dx     d/dx (e^{kt})
A = P(1+r)^n     binomial(n,p)
normal(μ,σ²)     residuals

Mock Exams MAI HL Paper 2

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