A2 Mathematics


Past mock examinations

     
U6 Ma Mock Teacher X 18-19 U6 Ma Mock Teacher X 18-19 SOLUTIONS
     
U6 Ma Mock Teacher Y 18-19 U6 Ma Mock Teacher Y 18-19 SOLUTIONS
     
U6 Ma Mock Teacher X 19-20 U6 Ma Mock Teacher X 19-20 SOLUTIONS
     
U6 Ma Mock Teacher Y 19-20 U6 Ma Mock Teacher Y 19-20 SOLUTIONS

Teacher X (Mechanics)

     

Topic X5: Numerical methods

     
Lessons
     
Radians
     
Locating Roots of Functions
     
The Newton-Raphson Method
     
Limitations of the Newton-Raphson Method
     
Fixed-Point Iteration
     
Limitations of Fixed-Point Iteration
     
Upper and Lower Bounds of Integration
     
Trapezium Rule
     
Topic test preparation
     
X5 (Pre-TT) Numerical methods X5 (Pre-TT) Numerical methods MS
     
X5 (Post-TT) Numerical methods X5 (Post-TT) Numerical methods MS

Topic X6: Further differentiation

     
Lessons
     
Derivative of e^x and ln x
     
Derivatives of Trigonometric Functions
     
Integration of e^x and 1/x
     
Integrals of Trigonometric Functions
     
Chain Rule (brackets)
     
Chain Rule (exp/ln)
     
Chain Rule (trigonometry)
     
Product Rule
     
Quotient Rule
     
Implicit Differentiation
     
Differentiation of a^x
     
Topic test preparation
     
X6 (Pre-TT) Further differentiation
     
X6 (Pre-TT) Further differentiation MS
     
X6 (Post-TT) Further differentiation
     
X6 (Post-TT) Further differentiation MS

Topic X7: Further calculus

     
Lessons
     
Integrals of the form f'(x)/f(x)
     
Integrals involving Brackets
     
Integrals leading to Exponentials and Logs
     
Integrals involving Trigonometry
     
Indefinite Integration by Substitution
     
Definite Integration by Substitution
     
Integration by Parts
     
Repeated Integration by Parts
     
Integrating sine squared and cos squared
     
Integrating tan squared and cot squared
     
Integrating sinxcosx
     
Integration using Partial Fractions
     
Points of Inflexion
     
Parametric Equations
     
Differentiating Parametric Equations
     
Integrating Parametric Equations
     
Related Rates of Change
     
Areas between Curves
     
Areas between Curves and the y-axis
     
Differentiating Inverse Functions
     
Introduction to Differential Equations
     
Separable Differential Equations
     
Modelling with Differential Equations
     
Topic test preparation
     
X7 (Pre-TT A) Further calculus X7 (Pre-TT A) Further calculus MS
     
X7 (Pre-TT B) Further calculus X7 (Pre-TT B) Further calculus MS
     
X7 (Pre-TT C) Further calculus X7 (Pre-TT C) Further calculus MS
     
X7 (Post-TT A) Further calculus X7 (Post-TT A) Further calculus MS
     
X7 (Post-TT B) Further calculus X7 (Post-TT B) Further calculus MS

Topic X8: Mechanics A2

     
Lessons
     
Describing Motion in 2-D
     
SUVAT in Vector Form
     
Calculus with Vectors
     
Vectors in 3-D
     
Solving Geometrical Problems
     
Modelling Projectile Motion
     
Range and Maximum Height
     
Equation of the Trajectory
     
Resolving Forces
     
Coefficient of Friction
     
Motion on a Slope
     
Further Equilibrium Problems
     
Turning Effect of a Force
     
Equilibrium
     
Tilting_and_moment_of_angled_force
     
Ladder Problems
     
Supported Beams
     
Topic test preparation
     
X8 (Pre-TT A) Mechanics A2 X8 (Pre-TT A) Mechanics A2 MS
     
X8 (Pre-TT B) Mechanics A2 X8 (Pre-TT B) Mechanics A2 MS
     
X8 (Post-TT A) Mechanics A2 X8 (Post-TT A) Mechanics A2 MS
     
X8 (Post-TT B) Mechanics A2 X8 (Post-TT B) Mechanics A2 MS

Revision

     
     

OCR Past_paper_MS

     

Sample assessment material (SAM)

     
SAM Paper 1 (Pure) QP & MS
     
SAM Paper 2 (Pure and Statistics) QP & MS
     
SAM Paper 3 (Pure and Mechanics) QP & MS

Practice papers Set 1

     
PP Set 1 Paper 1 (Pure) MS
     
PP Set 1 Paper 2 (Pure and Statistics) MS
     
PP Set 1 Paper 3 (Pure and Mechanics) MS

Practice papers Set 2

     
PP Set 2 Paper 1 (Pure) MS
     
PP Set 2 Paper 2 (Pure and Statistics) MS
     
PP Set 2 Paper 3 (Pure and Mechanics) MS

Practice papers Set 3

     
PP Set 3 Paper 1 (Pure) MS
     
PP Set 3 Paper 2 (Pure and Statistics) MS
     
PP Set 3 Paper 3 (Pure and Mechanics) MS

Practice papers Set 4

     
PP Set 4 Paper 1 (Pure) MS
     
PP Set 4 Paper 2 (Pure and Statistics) MS
     
PP Set 4 Paper 3 (Pure and Mechanics) MS

June 2018

     
June 2018 Paper 1 (Pure) MS
     
June 2018 Paper 2 (Pure and Statistics) MS
     
June 2018 Paper 3 (Pure and Mechanics) MS

     
     
     

Teacher Y (Statistics)

     

Topic Y5: Probability and proof

     
Topic test preparation
     
Y5 (Pre-TT) Probability and proof
     
Y5 (Pre-TT) Probability and proof MS
     
Y5 (Post-TT) Probability and proof
     
Y5 (Post-TT) Probability and proof MS

Topic Y6: Further trigonometry

     
Lessons
     
Arcs and sectors
     
Triangles and circles
     
Compound angle identities
     
Double angle identities
     
Small angle approximations
     
Harmonic identities
     
Reciprocal trigonometric functions
     
Topic test preparation
     
Y6 (Pre-TT A) Further trigonometry
     
Y6 (Pre-TT A) Further trigonometry MS
     
Y6 (Pre-TT B) Further trigonometry
     
Y6 (Pre-TT B) Further trigonometry MS
     
Y6 (Post-TT A) Further trigonometry
     
Y6 (Post-TT A) Further trigonometry MS
     
Y6 (Post-TT B) Further trigonometry
     
Y6 (Post-TT B) Further trigonometry MS

Topic Y7: Binomial and partial fractions

     
Lessons
     
Review of the factor theorem
     
Simplifying rational expressions
     
Partial fractions with distinct factors
     
Partial fractions with repeated factors
     
General binomial expansion
     
Binomial expansions of compound expressions
     
Topic test preparation
     
Y7 (Pre-TT) Binomial and partial fractions
     
Y7 (Pre-TT) Binomial and partial fractions MS
     
Y7 (Post-TT) Binomial and partial fractions
     
Y7 (Post-TT) Binomial and partial fractions MS

Topic Y8: Functions and series

     
Lessons
     
Mappings and functions
     
Domain and range
     
Composite functions
     
Inverse functions
     
When does an inverse function exist?
     
Inverse trigonometric functions
     
Combining transformations
     
Modelling with trigonometric functions
     
Modulus function
     
Modulus equations and inequalities
     
Recursive Sequences
     
Sigma Notation
     
Arithmetic Sequences
     
Arithmetic Series
     
Geometric Sequences
     
Geometric Series
     
Infinite Geometric Series
     
Using Sequences to Solve Problems
     
Topic test preparation
     
Y8 (Pre-TT A) Functions and series
     
Y8 (Pre-TT A) Functions and series MS
     
Y8 (Pre-TT B) Functions and series
     
Y8 (Pre-TT B) Functions and series MS
     
Y8 (Post-TT A) Functions and series
     
Y8 (Post-TT A) Functions and series MS
     
Y8 (Post-TT B) Functions and series
     
Y8 (Post-TT B) Functions and series MS

Topic Y9: Statistics

     
Lessons
     
Introduction to normal probabilities
     
Using Z-scores and the standard distribution
     
Inverse normal distribution
     
Finding unknown mean and standard deviation values
     
Modelling with normal distribution
     
Distribution of the sample mean
     
Hypothesis tests for a mean
     
Hypothesis tests for correlation coefficients
     
Topic test preparation
     
Y9 (Pre-TT) Statistics A2 Y9 (Pre-TT) Statistics A2 MS
     
Y9 (Post-TT) Statistics A2 Y9 (Post-TT) Statistics A2 MS

Revision

     
     

Edexcel Past_paper_MS

     

Sample assessment material (SAM)

     
SAM Papers 1, 2 and 3 MS

Specimen papers

     
Specimen Paper 1 (Pure) MS
     
Specimen Paper 2 (Pure) MS
     
Specimen Paper 3A (Statistics) MS
     
Specimen Paper 3B (Statistics) MS

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