Cambridge IGCSE Mathematics (0580) Past Paper 分析

The May/June 2026 Cambridge IGCSE Mathematics (0580) Extended series (Papers 21 and 41) presents a balanced assessment across non-calculator numerical rigor and multi-step calculator modeling. Algebra, functions, and geometry form over 55% of the total 200 marks, with heavy emphasis on surds, calculus sketching, geometric vector proofs, trigonometry, and frustum mensuration.

The May/June 2026 Cambridge IGCSE Mathematics (0580/22 & 0580/42) series presents a balanced 200-mark assessment split across the 2-hour non-calculator Paper 2 and 2-hour calculator Paper 4. Core algebraic manipulation, geometric multi-step problem solving, calculus, and non-right-angled trigonometry dominate the higher-tariff mark allocations, requiring rigorous non-calculator mental arithmetic and sound algebraic modeling.

The May/June 2026 series for Cambridge IGCSE Mathematics (0580/23 and 0580/43) provides a balanced assessment covering both non-calculator fundamentals and sophisticated multi-step calculator applications. Core differentiators include algebraic rearranging and fractions, exact trigonometric values, non-linear coordinate geometry, calculus stationary points, and 3D mensuration/frustums.

The February/March 2026 series for Cambridge IGCSE Mathematics (0580) features a balanced assessment across both Paper 22 (Non-Calculator) and Paper 42 (Calculator). Paper 22 tests exact arithmetic, non-calculator surd manipulation, geometric proofs, circle theorems, and polynomial sketching, demanding strong mental algebra skills. Paper 42 focuses on applied multi-step mechanics, 3D trigonometry with angles of depression, calculus derivatives, statistical estimation with histograms, and multi-concept geometric reasoning. Overall difficulty remains solid and accessible for well-prepared candidates, with discriminating marks concentrated in multi-tier algebraic geometry, 3D bearings/trigonometry, and algebraic fractions.

The May/June 2025 series of Cambridge IGCSE Mathematics (0580) provides a balanced and rigorous assessment across both Non-calculator (Papers 11/21) and Calculator (Papers 31/41) tiers. The newly introduced non-calculator papers heavily emphasize core arithmetic agility, algebraic manipulation, and exact trigonometric and surd arithmetic. Across the Extended tier, multi-step problem solving in 3D trigonometry, non-linear graphical equations, and quadratic modelling form key discriminating topics, while the Core papers test foundational numeracy, geometry, and direct algebraic applications.

The May/June 2025 series (0580/12, 22, 32, 42) reflects the contemporary syllabus structure featuring non-calculator (Paper 1 & Paper 2) and calculator (Paper 3 & Paper 4) components. The examination placed substantial emphasis on algebraic manipulation, non-right-angled trigonometry, quadratic modelling, coordinate geometry, and surface area & volume.

The May/June 2025 Series 3 examination (0580/23 & 0580/43) presents a well-balanced assessment across the Cambridge IGCSE Core and Extended syllabus. Key emphasis was placed on core algebraic manipulation, non-calculator surd arithmetic, 3D trigonometry, vector geometry ratios, and algebraic fractions. The papers reward disciplined layout and structured multi-step working.

The October/November 2025 Extended route (Paper 21 & 41) presents a rigorous assessment with a strong emphasis on algebraic fluency, multi-step problem solving, and spatial reasoning. The non-calculator paper introduces complex algebraic fractions, vector geometry, and surd manipulation, requiring high computational accuracy. The calculator paper tests practical applications of quadratic equations, 3D trigonometry, and statistics, rewarding structured working and precision.

The October/November 2025 series of Cambridge IGCSE Mathematics (0580) presents a balanced, comprehensive assessment spanning both non-calculator and calculator papers. Extended Paper 22 features demanding multistep problems in algebraic functions, 3D cone mensuration, coordinate geometry with kite diagonals, and exact trigonometry, while Paper 42 rigorously tests speed–time graphs, non-right-angled trigonometry, non-linear simultaneous equations, and composite proportional reasoning.

The October/November 2025 series for Cambridge IGCSE Mathematics (0580) presents a well-balanced non-calculator and calculator assessment. Paper 23 tests rigorous non-calculator arithmetic, surds, recurring decimal conversions, and exact trigonometric manipulations, alongside multi-step algebraic fractions and simultaneous equations. Paper 43 balances extensive applications of 3D trigonometry, vector geometry ratios, function algebra, calculus (differentiation), and histogram calculations. Strong procedural fluency and multi-step reasoning are required throughout.

An analysis of the May/June 2024 Cambridge IGCSE 0580 Mathematics Extended series (Papers 21 and 41), highlighting algebraic manipulations, 3D geometry, and core probability as key discriminators.

The May/June 2024 Cambridge IGCSE Mathematics (0580) series maintained strong syllabus coverage across both Core and Extended tiers, balancing standard routine procedures with rigorous multi-step problem solving. Key differentiators included non-linear simultaneous equations, 3D trigonometry and Pythagoras, vector geometry involving similar ratios, calculus stationary points, and shaded sector/composite mensuration. Candidates with solid algebra fundamentals and meticulous rounding discipline performed exceptionally well, whereas premature rounding and algebraic sign errors were the most common sources of mark loss.

The May/June 2024 Cambridge IGCSE Mathematics (0580) Extended papers (Paper 23 and Paper 43) presented a balanced yet highly rigorous assessment of algebra, geometry, calculus, and probability. The series successfully differentiated top candidates through complex multi-step problems and strict accuracy requirements.

The October/November 2024 Cambridge IGCSE Mathematics (0580) series presented a rigorous and balanced assessment. The Extended tier (Papers 2 and 4) placed a heavy emphasis on graphical functions, complex algebraic equations, linear programming, and 3D trigonometry. Key challenging areas included quadratic curve sketching, differentiation for tangent equations, and probability problems involving non-replacement.

The October/November 2024 Mathematics (0580) Extended examination maintained a balanced assessment of procedural fluency and multi-step reasoning. Key differentiators included non-right-angled trigonometry, calculus involving curve turning points and classification, multi-bracket algebraic expansion, vector geometric proofs, and histogram mean estimates from frequency density.

The October/November 2024 series (Variant 3) presented a balanced assessment across Core and Extended tiers, emphasizing algebraic fluency, functional notation, multi-step geometric problem solving, and statistical interpretation. Extended candidates faced demanding multi-step problems in non-right-angled trigonometry involving obtuse sine ambiguities, 3D vectors, and calculus-based coordinate geometry.

The May/June 2023 series of Cambridge IGCSE Mathematics (0580) presents a well-balanced assessment across both Core and Extended tiers. Core components placed heavy emphasis on fundamental numerical arithmetic, basic linear sequences, simple transformations, and angle rules. The Extended components (notably Papers 21 and 41) tested advanced algebraic manipulation, non-right-angled trigonometry in 3D contexts, inequalities via linear programming, graphical calculus, and multi-step probability without replacement.

A comprehensive analysis of the May/June 2023 IGCSE Mathematics (0580) Extended track. This series featured standard algebraic manipulations alongside high-discriminator problems in multi-step boundary limits, cumulative frequency, calculus-based tangents, and complex geometric proofs.

A balanced and highly representative Cambridge IGCSE Mathematics Extended route paper (comprising Papers 23 and 43), with standard algebra and calculation questions, elevated by demanding multi-step applications in calculus, coordinates geometry, and precise geometric proofs.

The Cambridge IGCSE Mathematics (0580) November 2023 series provided a balanced assessment across core numeracy, algebraic abstraction, geometric reasoning, and statistical analysis. Extended papers (0580/21 and 0580/41) featured demanding multi-step problems in vector geometry, calculus stationary points, and 3D trigonometry, while Core papers (0580/11 and 0580/31) rewarded solid procedural fluency. Key discriminators included premature rounding in multi-stage trigonometric calculations, vector ratio expressions, and the rigorous justification of calculus turning points.

The October/November 2023 series featured a balanced set of papers, with accessible early stages transitioning into rigorous multi-step trigonometry, advanced algebraic manipulation, and demanding mensuration questions.

A highly rigorous October/November 2023 session featuring advanced coordinate geometry, algebraic modeling, and multi-step trigonometry. Students struggled most with premature rounding, obtuse angle conditions, and conditional probability without replacement.