Edexcel A iGCSE Maths Past Papers

If you are looking for Edexcel A iGCSE Maths past papers and mark schemes then you are on the right page. This dedicated Edexcel iGCSE Maths past papers pages contains all the past paper questions with corresponding mark schemes and exam solutions. Prepare to pass your iGCSE Maths exams by practising plenty of past papers.

GCSE Maths Revision Cards

GCSE Maths Revision Cards

  • All major GCSE maths topics covered
  • Higher and foundation
  • All exam boards - AQA, OCR, Edexcel, WJEC.
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Edexcel A iGCSE Maths Past Papers (NEW SPEC)

June 2018

Foundation Paper 1F
Foundation Paper 1FR
Foundation Paper 2F
Foundation Paper 2FR
Higher Paper 1H
Higher Paper 1HR
Higher Paper 2H
Higher Paper 2HR

Sample Assessment Material

Specification

Edexcel A iGCSE Maths Past Papers Higher Paper 3 (Old Spec)

Edexcel A iGCSE Maths Past Papers Higher Paper 4 (Old Spec)

Edexcel A iGCSE Maths Past Papers Foundation Paper 1 (Old Spec)

Edexcel A iGCSE Maths Past Papers Foundation Paper 2 (Old Spec)

Edexcel iGCSE Maths Specifications at a Glance 

Edexcel iGCSE mathematics A Exam structure

·         Foundation tier (levels 5-1) and Higher tier (levels 9-4), although you are able to achieve a level 3.

·         Paper 1 – 2 hours long and 50% of the exam.

·         Paper 2 – 2 hours long and 50% of the exam.

·         2 similar papers with approximately 20 questions on each paper.

·         Each paper progresses in difficulty with 6 mark questions towards the back.

·         There are no matrices in the iGCSE A exams and cumulative is restricted to the higher tier as are sequences.

iGCSE maths topics covered in both Edexcel iGCSE maths specifications

Topic Name
TOPIC
TOPIC
3D Pythagoras and Trigonometry
Algebraic Fractions
Areas of Circles and Circle Segments
Areas of Shapes
Bearings
Bidmas/Bodmas
Bounds and Truncation
Box Plots
Circle Graphs and Tangents
Circle Theorems
Completing the Square
Compound Growth and Decay
Congruent Shapes
Conversions
Coordinates and Ratios
Cumulative Frequency
Data Sampling and Questionnaires
Density Mass Volume
Direct and Inverse Proportion
Distance-Time Graphs
Drawing Straight Line Graphs
Estimating
Factorising (Foundation)
Factorising Harder Quadratics
Factorising Quadratics
Fractions and Recurring Decimals
Fractions Grades 1-4
Frequency Tables
Frustums
Functions
Geometry Problems Foundation
Gradients of Straight Line Graphs
Graph Transformations
Graphical Inequalities
Histograms
Inequalities On a Number Line and Solving Inequalities
Interior and Exterior Angles
Iterative Methods
Loci and Construction
Mean, Median, Mode and Range
Multiplying and Dividing
Multiplying Out Single and Double Brackets
Multiplying Out Triple Brackets
Parallel and Perpendicular Lines
Percentages
Plotting Quadratic and Harder Graphs
Powers and Roots
Pressure Force Area
Prime Factors LCM HCF
Probability and Tree Diagrams
Projections, Plans and Elevations
Proof
Pythagoras
Quadratic Inequalities
Quadratic Sequences
Ratios
Real Live Graphs
Rearranging Formulas
Rounding Numbers
Rules of Indices
Scatter Graphs
Sequences and Nth Term (Linear)
Sets and Venn Diagrams
Similar Shapes and Enlargements
Simultaneous Equations
Sine and Cosine Rule
Sin, cos and tan Graphs
Solving Equations (Foundation)
Solving Quadratics By Factorisation
Speed Distance Time
Standard Form
Surds
Surface Area
The Quadratic Formula
Transformations
Trigonometry
Turning Points of Quadratic Graphs
Vectors
Velocity-Time Graphs
Volumes of 3D shapes
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