IGCSE Mathematics 0580, topic C2.7

Sequences: past paper questions

23 Cambridge IGCSE Mathematics 0580 questions on Sequences (C2.7) from 22 papers, 2023 to 2026. Open the paper or try a question free.

Practising builds a set from this topic, free with an account. One question opens straight away, with no account.

Questions
23
Papers
22
Years
2023 to 2026
Total marks
110
Average per question
4.8 marks
Largest question
14 marks

By type: Structured 23

How hard the questions are

  • Recall3
  • Apply16
  • Analyse3
  • 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

  • findApply17 questions
  • write downRecall11 questions

    give an answer without significant working

  • completeApply4 questions
  • drawApply3 questions
  • explainAnalyse3 questions

    set out purposes or reasons / make the relationships between things clear / say why and/or how and support with relevant evidence

  • work outApply3 questions

    calculate from given facts, figures or information with or without the use of a calculator

  • show thatApply2 questions

Where the questions come from

By year

  • 20264
  • 20257
  • 20247
  • 20235

By session

  • May/June14
  • Oct/Nov9

By paper

  • Paper 114
  • Paper 39

Questions on this topic

Showing 17 of 23, spread across the years. Open one to write your answer and have it marked.

  • Question 21May/June 2026, paper 12Structured6 marksHas a diagram

    These are the first four diagrams in a sequence. The diagrams are made using grey squares and white squares. Draw diagram 5 on the grid.

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  • Question 7Oct/Nov 2025, paper 11Structured2 marks

    These are the first four terms of a sequence. 9 5 1 -3 Find the next term.

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  • Question 10Oct/Nov 2024, paper 11Structured3 marks

    These are the first four terms of a sequence. 10162228 Write down the next term in the sequence.

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  • Question 3Oct/Nov 2023, paper 12Structured2 marks

    These are the first four terms in a sequence. −341118 Find the next term.

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  • Question 6Oct/Nov 2024, paper 13Structured4 marks

    These are the first four terms of a sequence. 19 26 33 40 Find the next term.

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  • Question 7Oct/Nov 2023, paper 33Structured8 marksHas a diagram

    These are the first four diagrams in a sequence. The diagrams are made using dots and lines. Complete the table.

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  • Question 21Oct/Nov 2025, paper 13Structured6 marks

    These are the first four terms of a sequence. –6 1 8 15 Write down the next term.

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  • Question 3Oct/Nov 2024, paper 32Structured8 marksHas a diagram

    A sequence of shapes is made with squares and triangles. On the grid, draw Shape 3.

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  • Question 17May/June 2023, paper 11Structured4 marks

    The nth term of a sequence is 10−n2. Write down the first three terms of this sequence.

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  • Question 8May/June 2026, paper 33Structured5 marks

    In this sequence the first term and the sixth term are missing. ……,17,13,8,2,…… Fill in the first term and the sixth term.

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  • Question 18Oct/Nov 2025, paper 31Structured4 marks

    The nth term of a sequence is n2−4. Find the first 3 terms of this sequence.

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  • Question 12May/June 2024, paper 11Structured2 marks

    The table shows some information about two sequences. Complete the table.

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  • Question 9May/June 2025, paper 11Structured5 marks

    These are the first four terms of a sequence. 33 26 19 12 Write down the term-to-term rule for this sequence.

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  • Question 24May/June 2024, paper 11Structured2 marks

    These are the first five terms of a sequence. 1118253239 Find an expression for the nth term of the sequence.

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  • Question 5May/June 2023, paper 33Structured14 marksHas a diagram

    The grid shows the first three diagrams in a sequence. Each diagram is made using sticks. On the grid, draw Diagram 4.

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  • Question 5May/June 2025, paper 13Structured2 marks

    Find the next term in each sequence.

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  • Question 13May/June 2025, paper 32Structured5 marks

    2, e, f, 20, … A linear sequence has a first term of 2 and a fourth term of 20. The term-to-term rule for this sequence is add k. Work out the values of e, f and k.

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