Free Practice Questions for EGCSE Mathematics 6880

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Key Facts: EGCSE Mathematics 6880 Exam

6880

Official EGCSE Mathematics syllabus code

ECESWA EGCSE Mathematics syllabus 2024–2026

Core 1 & 2 / Extended 3 & 4

Paper routes (two papers each)

EGCSE Mathematics 6880 scheme of assessment

40% + 60%

Short-answer paper + structured paper weighting

EGCSE Mathematics 6880 weighting of papers

A*–E / C–G

Extended / Core available grades (U ungraded)

EGCSE Mathematics 6880 scheme of assessment

~35%

Shape, Position and Space weighting on each paper

EGCSE Mathematics 6880 curriculum content table

Oct/Nov

Main examination series (2024–2026 cycle)

EGCSE Mathematics syllabus 6880

100

Free practice MCQs on this page

OpenExamPrep study adaptation

EGCSE Mathematics 6880 is a two-paper written Form 5 exam: Core Papers 1 (1 h, 60 marks) and 2 (2 h, 90 marks), or Extended Papers 3 (1 h 30 min, 80 marks) and 4 (2 h 30 min, 120 marks). Shape/Position/Space is weighted about 35% on each paper. Scientific calculators are allowed on all papers under the 2024–2026 syllabus. The 100 questions on this page are an English-language MCQ study adaptation, not an official ECESWA paper simulation.

Sample EGCSE Mathematics 6880 Practice Questions

Try these sample questions to review concepts for the EGCSE Mathematics 6880 exam. Each question includes a detailed explanation. Start the interactive quiz above for the full 100+ question experience with AI tutoring.

1Evaluate 7 + 3 × 4 − 2.

A.17

B.38

C.19

D.15

Explanation: Multiplication before addition/subtraction: 3 × 4 = 12. Then 7 + 12 − 2 = 17.

2What is the value of 2³ × 5?

A.30

B.40

C.80

D.16

Explanation: 2³ = 8 and 8 × 5 = 40.

3Express 0.45 as a percentage.

A.4.5%

B.0.45%

C.45%

D.450%

Explanation: 0.45 × 100% = 45%. This confirms the correct answer.

4Simplify the ratio 12 : 18.

A.3 : 2

B.4 : 6

C.6 : 9

D.2 : 3

Explanation: Divide both parts by HCF 6: 12÷6 = 2 and 18÷6 = 3, so 2 : 3.

5Find the LCM of 6 and 8.

A.24

B.48

C.14

D.2

Explanation: Multiples of 6: 6, 12, 18, 24, … Multiples of 8: 8, 16, 24, … LCM = 24.

6Round 3.746 to 2 decimal places.

A.3.74

B.3.75

C.3.70

D.3.8

Explanation: The third decimal digit is 6 ≥ 5, so round the second decimal up: 3.75.

7Convert 3/5 to a decimal.

A.0.35

B.1.67

C.0.6

D.0.53

Explanation: 3 ÷ 5 = 0.6. This confirms the correct answer.

8What is 15% of 80?

A.15

B.8

C.20

D.12

Explanation: 15% of 80 = 0.15 × 80 = 12.

9Express 4 500 000 in standard form.

A.4.5 × 10^6

B.4.5 × 10^5

C.45 × 10^5

D.4.5 × 10^7

Explanation: 4 500 000 = 4.5 × 1 000 000 = 4.5 × 10^6 (1 ≤ A < 10).

10Simplify 3x + 5x − 2x.

A.10x

B.6x

C.3x

D.x

Explanation: 3 + 5 − 2 = 6, so 6x.

About the EGCSE Mathematics 6880 Exam

EGCSE Mathematics (syllabus 6880) is Eswatini’s Form 5 senior secondary mathematics qualification, developed in collaboration with Cambridge Assessment and administered by the Examinations Council of Eswatini (ECESWA). Candidates follow either the Core curriculum (Papers 1 and 2; grades C–G) or the Extended curriculum (Papers 3 and 4; grades A*–E). Curriculum content covers Number; Shape, Position and Space; Algebra; and Data Handling across the 2024–2026 syllabus cycle.

Exam sponsor: Examinations Council of Eswatini (ECESWA). The requirements and fees below concern the certification or admission exam, separate from our free practice resources.

Assessment

Core: Paper 1 short-answer (1 hour, 60 marks, 40%) + Paper 2 structured (2 hours, 90 marks, 60%). Extended: Paper 3 short-answer (1 hour 30 minutes, 80 marks, 40%) + Paper 4 structured (2 hours 30 minutes, 120 marks, 60%). All candidates enter two papers only.

Time Limit

Core: 1 hour + 2 hours. Extended: 1 hour 30 minutes + 2 hours 30 minutes

Passing Score

Letter grades A*–G (U = ungraded). Core available grades C–G; Extended A*–E. Grade C or better is commonly treated as credit-level.

Exam / Certification Fees

EGCSE examination fees are set annually by ECESWA and communicated through school centres and the official fee schedule on examscouncil.org.sz. Confirm current fees with your centre or ECESWA.

Exam sponsor website

Reported exam pass rate: Not published by ECESWA as a stable public per-subject statistic for all years. Exam sponsor website

Fees, eligibility, and exam policies can change. Confirm them with the exam sponsor before applying or paying.

Official sources

Our practice resources: topics covered

We aim to reflect publicly available exam outlines and topic information in our study resources. Coverage, format, and difficulty may differ from the actual exam, and we cannot guarantee that every detail is accurate or current. Confirm exam requirements, fees, and policies with the official exam sponsor.

Core ~20–30%; Extended ~10–20% by paper

Number

Primes, factors, multiples, directed numbers, sets and Venn diagrams, sequences, place value, estimation, significant figures, upper and lower bounds (Extended), fractions and decimals, percentages and reverse percentages, simple and compound interest, tax and household finance, ratio, proportion and variation, indices, and standard form.

Core ~25–30%; Extended ~30–35% by paper

Algebra and Graphs

Expanding and factorising, algebraic fractions, linear and simultaneous equations, inequalities, changing the subject of a formula, quadratic equations, sequences and nth terms, functions, coordinate geometry of straight lines, and graphs of linear, quadratic and related curves.

~35% on each paper

Shape, Position and Space

Polygons and solid figures, angle properties and circle theorems (as specified by tier), Pythagoras, right-angled and non-right-angled trigonometry, bearings, perimeter, area, arc length and sector area, surface area and volume of prisms, cylinders, pyramids, cones and spheres, geometric transformations, and column vectors.

Core ~10–15%; Extended ~15–20% by paper

Data Handling

Mean, median, mode and range; frequency tables and grouped data estimates; charts and cumulative frequency ideas; probability of single and combined events; tree diagrams and complementary events.

Preparing for the EGCSE Mathematics 6880 Exam

What You Need to Know

Passing score: Letter grades A*–G (U = ungraded). Core available grades C–G; Extended A*–E. Grade C or better is commonly treated as credit-level.
Assessment: Core: Paper 1 short-answer (1 hour, 60 marks, 40%) + Paper 2 structured (2 hours, 90 marks, 60%). Extended: Paper 3 short-answer (1 hour 30 minutes, 80 marks, 40%) + Paper 4 structured (2 hours 30 minutes, 120 marks, 60%). All candidates enter two papers only.
Time limit: Core: 1 hour + 2 hours. Extended: 1 hour 30 minutes + 2 hours 30 minutes
Exam / certification fees: EGCSE examination fees are set annually by ECESWA and communicated through school centres and the official fee schedule on examscouncil.org.sz. Confirm current fees with your centre or ECESWA. Official sources

Using Our Practice Resources

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EGCSE Mathematics 6880: Suggested Study Strategy

1Know which route you are entered for: Core (Papers 1 & 2, grades C–G) or Extended (Papers 3 & 4, grades A*–E). Extended candidates need stronger algebra and multi-step AO2 problem solving.

2Memorise key formulae (area, volume, Pythagoras, SOHCAHTOA, sine/cosine rules if Extended, sector/arc formulae) and practise showing clear working before a three-significant-figure final answer.

3Shape, Position and Space carries about 35% of every paper — drill angle facts, circle theorems where required, transformations, vectors, and mensuration with consistent units.

4Practise non-routine multi-step problems (AO2): reverse percentages, bounds, combined probability, and multi-stage trigonometry/bearings.

5Use a scientific calculator efficiently on every paper under the 2024–2026 rules, but still check order of operations and significant figures carefully.

Frequently Asked Questions

What is EGCSE Mathematics 6880?

Syllabus 6880 is the Examinations Council of Eswatini (ECESWA) Mathematics syllabus for the Eswatini General Certificate of Secondary Education. It is a two-year Form 4–5 senior secondary qualification developed in collaboration with Cambridge Assessment, offered at Core and Extended levels for the October/November 2024–2026 examination series.

What is the paper structure for EGCSE Mathematics 6880?

All candidates enter two papers only. Core candidates sit Paper 1 (short-answer, 1 hour, 60 marks, 40%) and Paper 2 (structured, 2 hours, 90 marks, 60%), with available grades C–G. Extended candidates sit Paper 3 (short-answer, 1 hour 30 minutes, 80 marks, 40%) and Paper 4 (structured, 2 hours 30 minutes, 120 marks, 60%), with available grades A*–E. Official papers are written short-answer and structured questions, not multiple-choice.

Are calculators allowed on EGCSE Mathematics 6880?

Under the 2024–2026 syllabus, scientific electronic calculators are permitted on all four papers. Algebraic or graphical calculators are not permitted. Answers are normally required to three significant figures unless a question states otherwise. Use π from the calculator or the value given on the paper — do not use 22/7 as π unless instructed.

What topics are covered in EGCSE Mathematics 6880?

The curriculum is organised into four areas: Number; Shape, Position and Space; Algebra; and Data Handling. Shape, Position and Space is weighted about 35% on each paper. Topics include algebra, geometry, trigonometry, mensuration, graphs, transformations, statistics and probability, with Extended content going deeper into bounds, reverse percentages, non-right-angled trigonometry, and multi-step problem solving.

When is EGCSE Mathematics examined?

The main examination series for the 2024–2026 syllabus cycle is October/November. School and private candidates register through ECESWA processes published on examscouncil.org.sz. Always confirm the live timetable and registration deadlines with your centre or ECESWA.

Are these official ECESWA examination questions?

No. Official EGCSE Mathematics 6880 uses written short-answer and structured papers, not multiple-choice. This bank is an original English-language MCQ study adaptation covering topics from syllabus 6880 content for practice of number, algebra, geometry, mensuration, trigonometry, graphs, transformations, statistics and probability.