0607.C4.4.02 — involve finding the equation when the graph is.: past paper questions
Real questions on 0607.c4.4.02 — involve finding the equation when the graph is.
The newest 20 of 41 written questions. Open one to see it on the real paper.
- 0607/32 · October/November 2025 · Q13a(ii)[1]
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See it on the paper → - 0607/12 · May/June 2025 · Q17b[1]
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See it on the paper → - 0607/32 · May/June 2025 · Q12c[2]
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See it on the paper → - 0607/22 · February/March 2025 · Q9a[3]
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See it on the paper → - 0607/22 · February/March 2025 · Q9b[2]
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See it on the paper → - 0607/11 · May/June 2024 · Q4a[1]
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See it on the paper → - 0607/11 · May/June 2024 · Q4b[1]
1-mark “Plot” question — its maths and diagrams are best seen on the paper.
See it on the paper → - 0607/11 · May/June 2024 · Q22[2]
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See it on the paper → - 0607/32 · February/March 2024 · Q2e[2]
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See it on the paper → - 0607/12 · October/November 2023 · Q19[2]
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See it on the paper → - 0607/32 · October/November 2023 · Q1a[2]
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See it on the paper → - 0607/32 · October/November 2023 · Q1b[1]
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See it on the paper → - 0607/32 · October/November 2023 · Q1c[1]
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See it on the paper → - 0607/32 · October/November 2023 · Q1d[1]
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See it on the paper → - 0607/32 · October/November 2023 · Q11a(i)[2]
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See it on the paper → - 0607/32 · October/November 2023 · Q11a(ii)[2]
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See it on the paper → - 0607/32 · October/November 2023 · Q11b[2]
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See it on the paper → - 0607/32 · October/November 2023 · Q11c[2]
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See it on the paper → - 0607/43 · October/November 2023 · Q12b[5]
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See it on the paper → - 0607/33 · May/June 2023 · Q11a(i)[2]
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What examiners said
The full range of answers was seen, but the most common wrong answer was C, showing that most candidates could link a quadratic equation to a parabola.
— Examiner report, May/June 2025, 0607/12 Q17(b) (Cambridge)
It appears that some candidates did not know that the equation of a straight line is of the form y = mx + c. Of those who did, many were successful in obtaining the correct equation. However, for the value of c, a number did not read the intercept from the graph but employed an algebraic technique.
— Examiner report, May/June 2025, 0607/32 Q12(c) (Cambridge)
This part was executed very well with candidates using a variety of approaches. If candidates rearranged the first equation to x = 4 y − 7 and then substituted into the second equation, this avoided dealing with fractions.
— Examiner report, February/March 2025, 0607/22 Q9(a) (Cambridge)
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