O Level Mathematics 4024, topic 2.11

Sketching curves: past paper questions

8 Cambridge O Level Mathematics 4024 questions on Sketching curves (2.11) from 8 papers, 2023 to 2026. Open the paper or try a question free.

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Questions: 8
Papers: 8
Years: 2023 to 2026
Total marks: 57
Average per question: 7.1 marks
Largest question: 11 marks

By type: Structured 8

How hard the questions are

Recall0
Apply7
Analyse0
Not banded1

Derived from the command word Cambridge prints in each question, banded by a fixed table beside the syllabus's own definitions. A question printing no command word is unbanded: unknown, not middling.

Command words

completeApply4 questions
sketchApply4 questions
make a simple freehand drawing showing the key features
drawApply3 questions
writeRecall3 questions
give an answer in a specific form
findApply2 questions
useApply2 questions
write downRecall2 questions
give an answer without significant working
estimateApply1 question
show thatApply1 question
solveApply1 question

Where the questions come from

By year

20262
20253
20242
20231

By session

May/June4
Oct/Nov4

By paper

Paper 12
Paper 26

Questions on this topic

Showing 8 of 8, spread across the years. Open one to write your answer and have it marked.

Question 22May/June 2026, paper 12Structured4 marksHas a diagram
The diagram shows a sketch of the graph of $y = a^{x} + b$ .
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Question 22Oct/Nov 2025, paper 21Structured7 marks
Sketch the graph of y = 2 - 3x.
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Question 3Oct/Nov 2024, paper 21Structured9 marks
Complete the table for $y = 4 + 2 x - \frac{x^{2}}{2}$ .
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Question 6Oct/Nov 2023, paper 22Structured10 marksHas a diagram
Complete the table for $y = \frac{4^{x}}{10}$ .
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Question 25May/June 2026, paper 22Structured5 marks
Write $2 x^{2} - 8 x + 7$ in the form $a (x - b)^{2} + c$ .
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Question 17Oct/Nov 2025, paper 22Structured4 marks
Sketch the graph of each function.
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Question 8May/June 2024, paper 21Structured11 marksHas a diagram
Complete the table for $y = \frac{2^{x}}{5}$ .
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Question 22May/June 2025, paper 12Structured7 marksHas a diagram
Write $x^{2} + 4 x - 12$ in the form $(x + a)^{2} + b$ .
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