Pearson Edexcel · International GCSE

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Handouts, exercise sheets and slides

Shared topic documents retain their source course and topic titles. Use your chosen board’s specification for coverage, tier and exam requirements.

Handouts · ⁨Material de apoyo⁩ · IGCSE Mathematics · ⁨IGCSE Matemáticas⁩ (9)

Exercise sheets · ⁨Hojas de ejercicios⁩ · IGCSE Mathematics · ⁨IGCSE Matemáticas⁩ (125)

Presentation slides · ⁨Diapositivas de presentación⁩ · IGCSE Mathematics · ⁨IGCSE Matemáticas⁩ (9)

Course units and learning goals · ⁨Unidades del curso y objetivos de aprendizaje⁩

These lessons teach selected course objectives. Check the remaining coverage gaps; the material is not a complete preparation programme. · ⁨Estas lecciones enseñan objetivos del curso seleccionados. Revisa los vacíos de cobertura restantes; el material no es un programa completo de preparación.⁩

Lessons · ⁨Lecciones⁩ →Vocabulary practice · ⁨Práctica de vocabulario⁩ →

1 · Numbers and the number system

Exact arithmetic and estimation: A prime number that divides the integer exactly.
Indices, surds and standard form: The power to which a base is raised.
Percentages, ratio and proportional reasoning: A factor that performs a percentage change in one multiplication.
Accuracy, bounds and compound measures: The smallest possible value consistent with a stated rounding rule.

prime factor: A prime number that divides the integer exactly.
index: The power to which a base is raised.
multiplier: A factor that performs a percentage change in one multiplication.
lower bound: The smallest possible value consistent with a stated rounding rule.

2 · Equations, formulae and identities

Equations, identities and rearrangement: An equality that holds for every allowed value of its variable.
Quadratics and inequalities: The quantity b²-4ac that determines the real roots of ax²+bx+c=0.
Simultaneous equations and feasible regions: Combining equations to remove one variable while retaining the same solutions.

identity: An equality that holds for every allowed value of its variable.
discriminant: The quantity b²-4ac that determines the real roots of ax²+bx+c=0.
elimination: Combining equations to remove one variable while retaining the same solutions.

3 · Sequences, functions and graphs

Sequences, series and recurrence: The constant multiplier between consecutive terms of a geometric sequence.
Coordinate geometry and tangents: The change in y divided by the corresponding change in x.
Domains, inverses and composition: The set of allowed inputs to a function.
Derivatives and stationary points: The instantaneous rate of change, also the gradient of a tangent.

common ratio: The constant multiplier between consecutive terms of a geometric sequence.
gradient: The change in y divided by the corresponding change in x.
domain: The set of allowed inputs to a function.
derivative: The instantaneous rate of change, also the gradient of a tangent.

4 · Geometry and trigonometry

Angle reasoning, similarity and mensuration: The multiplier that relates corresponding lengths in similar shapes.
Right triangles and non-right triangles: The side opposite the right angle in a right-angled triangle.
Circle theorems and reasoned proofs: A quadrilateral whose four vertices lie on one circle.
Constructions, loci and geometric conditions: The set of all points satisfying a stated geometric condition.

scale factor: The multiplier that relates corresponding lengths in similar shapes.
hypotenuse: The side opposite the right angle in a right-angled triangle.
cyclic quadrilateral: A quadrilateral whose four vertices lie on one circle.
locus: The set of all points satisfying a stated geometric condition.

5 · Vectors and transformation geometry

Vectors and transformation geometry: The vector sum representing the combined displacement or force.
Reflections, rotations and enlargements: The point from which each point's displacement is multiplied by a scale factor.

resultant: The vector sum representing the combined displacement or force.
centre of enlargement: The point from which each point's displacement is multiplied by a scale factor.

6 · Statistics and probability

Data summaries, histograms and interpretation: Frequency divided by class width, used as histogram height.
Probability, trees and conditional reasoning: The probability of an event after restricting the sample space to a stated condition.
Cumulative frequency and box plots: The difference between the upper and lower quartiles.

frequency density · ⁨densidad de frecuencia⁩: Frequency divided by class width, used as histogram height.
conditional probability: The probability of an event after restricting the sample space to a stated condition.
interquartile range: The difference between the upper and lower quartiles.

Preparing for this qualification · ⁨Preparación para esta cualificación⁩

This is linear Mathematics A (4MA1), not Mathematics B or the modular qualification.
Both papers use the same tier. Foundation targets 1–5; Higher targets 4–9. Tier formula sheets are supplied.

Teaching coverage still needed · ⁨Cobertura docente aún necesaria⁩

Official question-bank boundaries, scheme alignment and all objective-level teaching coverage require the recorded review; no practice registry promotion.
The authored diagnostic assessments are not full-length qualification mocks.

Specifications and sample documents · ⁨Especificaciones y documentos de muestra⁩

Course materials · ⁨Materiales del curso⁩

Course preparation · ⁨Preparación del curso⁩

Documents are available. Board-specific notes, assessments and interactive past-paper practice are not yet available for every course. · ⁨Los documentos están disponibles. Las notas específicas de la entidad evaluadora, las evaluaciones y la práctica interactiva deantiguos exámenes no están disponibles aún para todos los cursos.⁩

Lessons · ⁨Lecciones⁩ →