Set 4 — 2026 past papers

  1. 4.01: Quadratic sketch and exponential inverse0606/12/F/M/26 — Question 2 · 6 marks
  2. 4.02: Completing the square and inequality0606/13/M/J/26 — Question 1 · 6 marks
  3. 4.03: Quadratic minimum and parallel line0606/22/M/J/26 — Question 1 · 4 marks

Set 3 — 2021–2025 past papers

  1. 3.5: Completing the square and sketch of a parabola0606/21/M/J/25 — Question 1 · 5 marks
  2. 3.6: Binomial expansion via quadratic factorisation0606/21/M/J/25 — Question 6 · 6 marks
  3. 3.4: Cubic with second derivative, factor and linear factors0606/11/M/J/23 — Question 2 · 9 marks
  4. 3.2: Modulus quadratic graph and cubic with consecutive roots0606/22/F/M/22 — Question 5 · 7 marks
  5. 3.3: Factor and remainder theorems for a cubic0606/11/M/J/21 — Question 3 · 8 marks
  6. 3.1: Cubic factor, curve intersections and shaded area0606/12/F/M/21 — Question 9 · 12 marks

Set 2

  1. 2.17: Two distinct real roots0606/23/O/N/20 — Question 3 · 4 marks
  2. 2.2: Completing the square and minimum point0606/21/M/J/20 — Question 2 · 4 marks
  3. 2.3: Line and curve that do not intersect0606/21/M/J/20 — Question 6 · 6 marks
  4. 2.9: Line intersecting a curve at two distinct points0606/22/M/J/20 — Question 3 · 6 marks
  5. 2.13: Quadratic with no real roots0606/23/M/J/20 — Question 2 · 5 marks
  6. 2.11: Line that does not meet a curve0606/22/O/N/19 — Question 4 · 5 marks
  7. 2.16: Completing the square and a substitution equation0606/23/O/N/19 — Question 4 · 8 marks
  8. 2.7: Real and distinct roots0606/22/M/J/19 — Question 2 · 4 marks
  9. 2.8: Completing the square and a related minimum0606/22/M/J/19 — Question 5 · 5 marks
  10. 2.5: Tangent line to two quadratic curves0606/21/O/N/18 — Question 10 · 8 marks
  11. 2.10: Tangents to a quadratic curve0606/22/O/N/18 — Question 10 · 5 marks
  12. 2.14: Completing the square and a quartic equation0606/23/O/N/18 — Question 3 · 8 marks
  13. 2.15: Tangent line to a quadratic curve0606/23/O/N/18 — Question 11 · 5 marks
  14. 2.6: Discriminant showing real roots always0606/22/M/J/17 — Question 6 · 4 marks
  15. 2.4: Tangent from a line to a circle0606/21/O/N/16 — Question 9 · 10 marks
  16. 2.1: Completing the square and a modulus graph0606/21/M/J/16 — Question 6 · 8 marks
  17. 2.12: Completing the square and a modulus graph0606/23/M/J/16 — Question 6 · 8 marks

Set 1

  1. 1.6: Curve and line with two distinct intersections0606/12/O/N/20 — Question 1 · 4 marks
  2. 1.10: Completing the square and a modulus graph0606/13/M/J/20 — Question 4 · 9 marks
  3. 1.4: Line and curve that do not intersect0606/11/O/N/19 — Question 2 · 5 marks
  4. 1.8: Line and curve always touch or intersect0606/13/M/J/19 — Question 3 · 4 marks
  5. 1.9: Modulus quadratic graph and three solutions0606/13/M/J/19 — Question 5 · 7 marks
  6. 1.3: Completing the square and a modulus graph0606/11/O/N/18 — Question 4 · 7 marks
  7. 1.5: Line that does not meet a curve0606/12/M/J/18 — Question 2 · 5 marks
  8. 1.12: Quadratic with no real roots0606/13/O/N/17 — Question 3 · 4 marks
  9. 1.2: Tangent from a line to a parabola0606/11/M/J/17 — Question 1 · 3 marks
  10. 1.11: Parameter inequality for real roots0606/13/O/N/16 — Question 3 · 6 marks
  11. 1.1: Curve through a point and meeting the x-axis once0606/11/M/J/16 — Question 1 · 3 marks
  12. 1.7: Curve through a point and meeting the x-axis once0606/13/M/J/16 — Question 1 · 3 marks