Need some A Level Maths help?
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papers that are suitable for A Level Maths. Some materials here are also relevant
for IGCSE/GCSE Additional Mathematics.
Related Pages
A Level Exam Practice
Edexcel 2019 Pure Maths Paper 1
GCSE/IGCSE Maths
We will look at:
Pure Maths Paper 1 October 2020, 9MA0/01
Pure Maths Paper 1 June 2019, 9MA0/01
Pure Maths Mock Paper 1 2019
Pure Maths Paper 1 June 2018
Pure Maths Specimen Paper 1 2018
Pure Maths Sample Paper 1 2017
Pure Maths Paper 2 June 2019, 9MA0/02
Pure Maths Mock Paper 2 2019
Pure Maths Paper 2 June 2018
Pure Maths Specimen Paper 2 2018
Pure Maths Sample Paper 2 2017
Statistics & Mechanics Paper 3 June 2019, 9MA0/03
Statistics & Mechanics Mock Paper 3 2019
Statistics & Mechanics Paper 3 June 2018
Statistics & Mechanics Specimen Paper 3 2018
Statistics & Mechanics Sample Paper 3 June 2017
Mar 2021 Pure Maths 1 9709/12
Oct 2020 Pure Maths 1 9709/11
Oct 2020 Pure Maths 1 9709/12
Oct 2020 Pure Maths 1 9709/13
May 2020 Pure Maths 1 9709/11
May 2020 Pure Maths 1 9709/12
May 2020 Pure Maths 1 9709/13
Mar 2020 Pure Maths 1 9709/13
Mar 2021 Pure Maths 3 9709/32
Oct 2020 Pure Maths 3 9709/32
Oct 2020 Pure Maths 3 9709/33
May 2020 Pure Maths 3 9709/31
May 2020 Pure Maths 3 9709/32
Mar 2020 Pure Maths 3 9709/32
Mar 2021 Mechanics 4 9709/42
Oct 2020 Mechanics 4 9709/41
Oct 2020 Mechanics 4 9709/42
May 2020 Mechanics 4 9709/41
May 2020 Mechanics 4 9709/42
Mar 2020 Mechanics 4 9709/42
Mar 2021 Prob & Stats 1 9709/52
Oct 2020 Prob & Stats 1 9709/51
Oct 2020 Prob & Stats 1 9709/52
May 2020 Prob & Stats 1 9709/51
May 2020 Prob & Stats 1 9709/52
Mar 2020 Prob & Stats 1 9709/52
Mar 2021 Prob & Stats 2 9709/62
Oct 2020 Prob & Stats 2 9709/61
Oct 2020 Prob & Stats 2 9709/62
May 2020 Prob & Stats 2 9709/61
May 2020 Prob & Stats 2 9709/62
Mar 2020 Prob & Stats 2 9709/62
Edexcel has redeveloped their AS/A level in Mathematics for international centres, called Edexcel International AS/Advanced Level in Mathematics. Students sitting exams from January 2014 will be awarded the new qualification.
What are the changes to the International Advanced Level in Mathematics specification?
The Core units have been combined.
C1 and C2 have been combined to create one unit.
C3 and C4 have been combined to create one unit.
Further Pure Mathematics 1 has been updated with some new content.
Application units available include:
– Statistics 1, 2, and 3
– Mechanics 1, 2 and 3
– Decision Mathematics 1.
Further Pure Mathematics units available are Further Pure Mathematics 1, 2 & 3.
Questions May 2014
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Questions May 2014
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Fractions & Indices
Surds
Straight Line Graphs, Parallel & Perpendicular Lines
Linear Algebra, Simultaneous Equations, Rearranging Equations
Factoring & Solving Quadratic Equations, Completing the Square Solving Quadratics with Fractions, Simultaneous Equations (Linear & Non-Linear)
Graph Sketching & Transformations
Pythagoras Theorem, Sine Rule, Cosine Rule, Area of non-right Triangle
Linear Inequalities (Review)
Simultaneous Linear Equations Elimination
Simultaneous Linear Equations Substitution
Simultaneous Linear Equations - Graphical
Factorising & Solving Quadratic Equations I
Factorising & Solving Quadratic Equations II
Completing the Square I
Completing the Square II
Sketching a Quadratic Graph by Completing the Square
Completing the Square & Graph Transformation
Derivation of the Quadratic Formula
Solving Quadratic Equations using the Quadratic Formula
Using the Quadratic Formula without a Calculator
Discriminant of a Quadratic Equation I
Discriminant of a Quadratic Equation II Disguised Quadratic Equations
Quadratic Inequalities I
Quadratic Inequalities II
Fractional (or Rational) Inequalities
Simultaneous Inequalities
Simultaneous Equations - Linear & Non-Linear I
Simultaneous Equations - Linear & Non-Linear II
Simultaneous Equations - Logarithms
Simplifying Algebraic Fractions I
Simplifying Algebraic Fractions II
Simplifying Algebraic Fractions III
Partial Fractions Tutorial I
Partial Fractions Tutorial II
Partial Fractions Tutorial III
Partial Fractions Exam Questions I
Partial Fractions Exam Questions II
Modulus Graphs I
Modulus Graphs II
Solving Modulus Equations
Graph Transformations (Translation, Reflection, Stretch)
Graph Transformations- Proofs
Sketch Quadratic Graphs by Completing the Square
Exponential Graphs
Sketching Exponential Graphs
Modulus Graphs I
Modulus Graphs II
Graph Sketching
Transformation of Trig. Graphs I
Transformation of Trig. Graphs II
More Graph Transformations
Graph Transformation Exam Questions
Functions: Domain, Range, Mappings
Inverse Functions
Domain & Range of Inverse Functions
Combined or Composite Functions
Composite Function Exam Questions
Even & Odd Functions
Modulus Functions
Function Exam Questions I
Function Exam Questions II
Function Exam Questions III
Function Exam Questions IV
Inverse & Self-Inverse Functions Exam Questions
Logarithms Tutorial
Solving Logarithmic Equations
Solving Logarithmic Equations
Solving Logarithmic Inequalities
Change of Base Log Equations
Logarithm Simplification
More Logarithm Simplification
Quadratic Log Equations
Solving Equations using Logs
Logs & Exponential Equations I
Logs & Exponential Equations II
Logarithmic Equations Exam Questions
ln(x) & e^{x} equations I
ln(x) & e^{x} equations II
Exponential Growth & Decay
Adding & Subtracting Polynomials
Multiplying Polynomials
Dividing Polynomials (Algebraic Long Division)
Solving Cubics using Polynomial Long Division
The Remainder Theorem
Remainder Theorem Exam Questions
The Factor Theorem
Factorising Cubics using the Factor Theorem I
Factorising Cubics using the Factor Theorem II
Factor Theorem Exam Questions
Using the Remainder Theorem & Factor Theorem
Remainder & Factor Theorem I
Remainder & Factor Theorem II
Pythagoras' Theorem (Review)
Trigonometric Ratios (Review)
Three-dimensional Applications (Review)
Sine Rule
Cosine Rule
The Ambiguous Case for the Sine Rule
Area of a Triangle using Sine
Trigonometric Questions with Bearings
Area of Quadrilaterals (Review)
Area of Circle (Review)
Radian, Area of Sector & Segment
Area of Sectors & Triangles
Area of Circles, Sectors & Triangles
Questions on Triangles I
Questions on Triangles II
Midpoint & Distance Formula
Parallel & Perpendicular Lines
Equation of a Line I
Equation of a Line II
Distance of a Point from a Line
Intersection of two straight lines
Angle between two straight lines
Equation of Circle Tutorial 1
Equation of Circle Tutorial 2
Equation of Circle Tutorial 3
Equation of Circle Tutorial 4
Find Equation of a Circle given Centre & Radius
Find Centre & Radius given the Equation of a Circle
Find Equation of a Circle given Three Points at the Circumference
Equation of Circle & Distance Formula
Equation of a Tangent to a Circle
Equation of a Circle & the Tangent
Equation of Circle Problems I
Equation of Circle Problems II
Centre of Circles & Chords
Intersection of Two Circles
Differentiate ax^{n}
Differentiation Chain Rule
Differentiation Product Rule
Differentiation Quotient Rule
Using the Chain Rule: Exponential, Log & Trig Functions
Chain Rule (Core 3)
Differentiate the Natural Log
Product Rule Examples
Quotient Rule Examples
Chain Rule Examples
Differentiation Combining Chain, Product & Quotient Rules I
Differentiation Combining Chain, Product & Quotient Rules II
Differentiation Combining Chain, Product & Quotient Rules III
Product Rule to find Tangents & Normals
Quotient Rule Stationary Points, Tangents & Normals
Second Derivatives
Tangents & Normal I
Tangents & Normal II
Increasing & Decreasing Functions
Stationary Points I
Stationary Points II
Differentiation Lessons I
Differentiation Lessons II
Differentiation Lessons III
Differentiation Exam Questions I
Differentiation Exam Questions II
Differentiation Exam Questions III
Differentiation Exam Questions IV
Differentiation Exam Questions V
Differentiation: Connected Rates of Change
Differentiation: Rates of Change Problems
Differentiation: Maximum Volume
Differentiation: Optimisation
Lessons on Implicit Differentiation
Differentiate Implicit Equations
Implicit Differentiation Exam Questions
Cubic Differentiation
Tangents & Stationary Points to Implicit Curves
Differentiating y = a^{x}
Parametric Equations I
Parametric Equations II
Parametric Equations & Cartesian
Differentiate Parametric Equations
Differentiate Parametric Equations I
Differentiate Parametric Equations II
Differentiate Parametric Equations III
Differential Equations I
Differential Equations II
Differential Equations III
Differential First Order equation
Introduction to Integration
Basic Integration Exam Questions
Integration Help I
Integration Help II
Integration Help III
Integration Help IV
Integration by Substitution Tutorial I
Integration by Substitution Tutorial II
Integration by Substitution Exam Questions
Integration by Parts Tutorial
Integration by Parts Exam Questions I
Integration by Parts Exam Questions II
Trapezium Rule
Trapezium or Trapezoid Rule
Integration of Exponential & Natural Log Functions
Integration of Trigonometric Functions I
Integration of Trigonometric Functions II
Integration: Mixed Examples I
Integration: Mixed Examples II
Definite Integral
Area bounded by a Curve I
Area bounded by a Curve II
Integration: Area under a Graph Questions I
Integration: Area under a Graph Questions II
Integration: Area under a Graph Questions III
Area within a Parametric Graph
Volume of Revolution I
Volume of Revolution II
Parametric Integration
Recurrence Relations Tutorial
Sequences: Recurrence Relations
Sigma Notation
Arithmetic Sequences & Series Tutorial
Arithmetic Progressions
Arithmetic Sequences & Series I
Arithmetic Sequences & Series II
Arithmetic Sequences & Series III
Arithmetic Sequences & Series IV
Geometric Series Tutorial
Geometric Sequences & Series Tutorial I
Geometric Sequences & Series Tutorial II
Geometric Sequences & Series Tutorial III
Geometric Sequences
Geometric Series I
Geometric Series II
Geometric Series III
Geometric Series IV
Geometric Series V
Geometric Series VI
Geometric Sequences & Series
Binomial Expansion Beginners Tutorial I
Binomial Expansion Beginners Tutorial II
Binomial Expansion Beginners Tutorial III
Binomial Expansion Tutorial
Binomial Expansion Formula
Finding Terms in a Binomial Expansion
Binomial Expansion C2 Exam Questions I
Binomial Expansion C2 Exam Questions II
Binomial Expansion C2 Exam Questions III
Binomial Expansion C4 Exam Questions I
Binomial Expansion C4 Exam Questions II
Binomial Expansion Approximations & Estimations
Binomial Expansions with Surds
Binomial Expansion Examples I
Binomial Expansion Examples II
Trigonometry Tutorial 1
Trigonometry Tutorial 2
Trigonometry Tutorial 3
Trigonometry Tutorial 4
Trigonometry Tutorial 5
Quadrant Method
Solving Sin θ = + value
Solving Sin θ = − value
Solving Cos θ = + value
Solving Cos θ = − value
Solving Tan θ = + value
Solving Tan θ = − value
Solving Sin 2x = + value
Trig Ratios for multiples of 30, 45 & 60 degrees
Trigonometric Basics - Reciprocal Functions
Trigonometric Equations - Factorising Types
Trigonometric Equations - Identity Types
Trigonometric Equations - Double Angle Identity Types
Trig. Equations Examples using CAST Diagrams
Solving Equations using Identities
Trig. Equations : A sin x - B cos x = C Type
Solving equations using reciprocal trig identities
More Reciprocal Trig Identities
Trig Identities Examples
Evaluating Inverse Trig Values
Quadratic Trigonometric Equations
Proof of A sin x + B cos x = R sin (x + alpha)
Proof of A cos x + B sin x = R cos (x - alpha)
Proof of A sin x - B cos x = R sin (x - alpha)
Proof of A cos x - B sin x = R cos (x + alpha)
Proving Trig Identities I
Proving Trig Identities II
Proving Trig Identities III
Proving Trig Identities IV
Proving Trig Identities V
Trigonometry C2 Exam Questions I
Trigonometry C2 Exam Questions II
Trigonometry C2 Exam Questions III
Trigonometry C3 Exam Questions I
Trigonometry C3 Exam Questions II
Trigonometry C3 Exam Questions III
Trigonometry C3 Exam Questions IV
Permutation & Combination Tutorial
Conditional Probability & Probability Tree Diagrams
Probability & Venn Diagrams
Probability Density Functions
Correlation & Regression
Continuous Random Variable: Mode, Mean & Variance
Continuous Random Variable: Median, Quartiles & Percentiles
Normal Distribution: Mean & Standard Deviation
Normal Distribution: Probability in a given range
Normal Distribution: Probability Example
Using Normal Distribution to find Probabilities
Using Normal Distribution as an Approximation to Binomial Distribution
Cumulative Distribution Function
Probability Distribution Table
Discrete Random Variables
Binomial Distribution Tutorial
Binomial Distribution: Cumulative Probability Tables
Poisson Approximation to the Binomial Distribution
Binomial Distribution: Hypothesis Testing
Binomial Distribution: Find Critical Values
Poisson Distribution Tutorial
Poisson Distribution: Hypothesis Testing
Probability Exam Questions: Conditional Probability & Tree Diagrams
Statistics Exam Questions: Correlation & Regression
Statistics Exam Questions: Grouped Frequency Table
Statistics Exam Questions: Normal Distribution
Statistics Exam Questions: Discrete Probability Distribution
Mechanics Tutorial Force & Moments
Mechanics Newton’s Law of Motion, F=ma
Resolving Forces Splitting a Force into Components
Mechanics Exam Questions Forces
Mechanics Exam Questions Force Vectors
Mechanics Exam Questions Gravity & Acceleration
Inclined Planes Finding Coefficient of Friction & Missing Angles
Conservation of Momentum
Mechanics Exam Questions Impulse, Momentum
Mechanics Exam Questions Moments I
Mechanics Exam Questions Moments II
Mechanics Exam Questions Velocity-Time Graphs
Mechanics Exam Questions Connected Particles I
Mechanics Exam Questions Connected Particles II
Mechanics Exam Questions Connected Particles III
Friction, Limiting Equilibrium, Coefficient of Friction
Mechanics Exam Questions Friction
Mechanics Exam Questions Position & Velocity Vectors
Mechanics Exam Questions Velocity Vectors
Kinematics SUVAT equations I
Kinematics SUVAT equations II
Kinematics SUVAT equations III
Kinematics SUVAT equations IV
Kinematics Vertical Motion I
Kinematics Vertical Motion II
Kinematics Acceleration-Time & Speed-Time Graphs I
Kinematics Acceleration-Time & Speed-Time Graphs II
Moments 1 Basic example of taking moments
Equilibrium - taking moments
Moments 2 Example of non-uniform rod
Finding the centre of a non-uniform rod
Hanging a non-uniform bar
Moments 3 Taking moments at an angle
Sum of moments about a point
Hanging rod in equilibrium
Proof by Induction I Summation of series, Divisibility
Proof by Induction II Recurrence Relations, Matrices
Matrices Dimensions, Adding & Subtracting Matrices
Matrices Scalar, Multiplying Matrices
Matrices Basic Linear Transformations
Matrices Finding Linear Transformations
Matrices Multiple Linear Transformations
Matrices Inverse & Determinants
Matrices Area of image using determinants
Matrices 2x2 Matrix to solve simultaneous equations
Summing Finite Series I with limits, with geometric series, proof by induction
Summing Finite Series II logs, unknown coefficients, finding 2n
Complex Numbers 1 Adding & subtracting complex numbers Simplifying purely imaginary parts Quadratics with complex roots
Complex Numbers 2 Powers of i Multiplying Complex Numbers
Complex Numbers 3 Conjugates Dividing Complex numbers Solving Equation with conjugate
Complex Numbers 4 Sum & product of roots
Complex Numbers 5 Plotting Argand Diagram
Complex Numbers 6 Argand Diagram modulus Argand Diagram parallelogram law Finding Modulus & Argument Basics
Complex Numbers 7 Polar Form r(cos0 + isin0) Polar Form to rectangular form
Complex Numbers 8 Comparing imaginary numbers Square roots of a complex number
Complex Numbers 9 Finding a quadratic Finding a cubic
Complex Numbers 10 Finding a quartic equation Quartic equation on Argand Diagram
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