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9709 P3 · Examination practice, 2020–2026

36 published questions in this selection. Original source labels and existing progress are preserved.

1. 9709 P31 - Jun 2026 - Q5 - 7 marksFurther trigonometric identities · 2026
2. 9709 P33 - Jun 2026 - Q4 - 6 marksCompound angle formulae · 2026
3. 9709 P31 - Jun 2025 - Q7 - 8 marksExpressing a sinθ + b cosθ in the form R sin(θ ± α) or R cos(θ ± α) · 2025
4. 9709 P32 - Jun 2025 - Q4 - 6 marksFurther trigonometric identities · 2025
5. 9709 P32 - Jun 2025 - Q7 - 7 marksExpressing a sinθ + b cosθ in the form R sin(θ ± α) or R cos(θ ± α) · 2025
6. 9709 P33 - Jun 2025 - Q8 - 8 marksFurther trigonometric identities · 2025
7. 9709 P35 - Jun 2025 - Q2 - 5 marksThe cosecant, secant and cotangent ratios · 2025
8. 9709 P32 - Mar 2025 - Q4 - 6 marksCompound angle formulae · 2025
9. 9709 P31 - Nov 2025 - Q3 - 8 marksExpressing a sinθ + b cosθ in the form R sin(θ ± α) or R cos(θ ± α) · 2025
10. 9709 P33 - Nov 2025 - Q5 - 8 marksFurther trigonometric identities · 2025
11. 9709 P35 - Nov 2025 - Q8 - 9 marksExpressing a sinθ + b cosθ in the form R sin(θ ± α) or R cos(θ ± α) · 2025
12. 9709 P32 - Mar 2024 - Q8 - 9 marksFurther trigonometric identities · 2024
13. 9709 P31 - Nov 2024 - Q4 - 8 marksFurther trigonometric identities · 2024
14. 9709 P32 - Nov 2024 - Q7 - 6 marksFurther trigonometric identities · 2024
15. 9709 P33 - Nov 2024 - Q5 - 6 marksFurther trigonometric identities · 2024
16. 9709 P31 - Jun 2022 - Q3 - 6 marksFurther trigonometric identities · 2022
17. 9709 P32 - Jun 2022 - Q2 - 5 marksCompound angle formulae · 2022
18. 9709 P33 - Jun 2022 - Q2 - 5 marksCompound angle formulae · 2022
19. 9709 P32 - Mar 2022 - Q5 - 6 marksCompound angle formulae · 2022
20. 9709 P31 - Nov 2022 - Q6 - 7 marksFurther trigonometric identities · 2022
21. 9709 P31 - Nov 2022 - Q4 - 5 marksCompound angle formulae · 2022
22. 9709 P32 - Nov 2022 - Q4 - 8 marksExpressing a sinθ + b cosθ in the form R sin(θ ± α) or R cos(θ ± α) · 2022
23. 9709 P33 - Nov 2022 - Q7 - 8 marksExpressing a sinθ + b cosθ in the form R sin(θ ± α) or R cos(θ ± α) · 2022
24. 9709 P31 - Jun 2021 - Q3 - 6 marksCompound angle formulae · 2021
25. 9709 P33 - Jun 2021 - Q5 - 7 marksCompound angle formulae · 2021
26. 9709 P32 - Mar 2021 - Q3 - 6 marksCompound angle formulae · 2021
27. 9709 P32 - Mar 2021 - Q5 - 8 marksExpressing a sinθ + b cosθ in the form R sin(θ ± α) or R cos(θ ± α) · 2021
28. 9709 P31 - Nov 2021 - Q5 - 6 marksFurther trigonometric identities · 2021
29. 9709 P31 - Nov 2021 - Q2 - 5 marksExpressing a sinθ + b cosθ in the form R sin(θ ± α) or R cos(θ ± α) · 2021
30. 9709 P32 - Nov 2021 - Q8 - 7 marksFurther trigonometric identities · 2021
31. 9709 P33 - Nov 2021 - Q5 - 5 marksFurther trigonometric identities · 2021
32. 9709 P33 - Nov 2021 - Q6 - 7 marksExpressing a sinθ + b cosθ in the form R sin(θ ± α) or R cos(θ ± α) · 2021
33. 9709 P21 - Jun 2020 - Q6 - 10 marksExpressing a sinθ + b cosθ in the form R sin(θ ± α) or R cos(θ ± α) · 2020
34. 9709 P22 - Mar 2020 - Q1 - 4 marksCompound angle formulae · 2020
35. 9709 P21 - Nov 2020 - Q6 - 6 marksFurther trigonometric identities · 2020
36. 9709 P22 - Nov 2020 - Q1 - 3 marksFurther trigonometric identities · 2020