Year 11 Maths Mock Exams  November 2020
Dear Parents/Guardian,
I am writing to inform you that November your child will be taking part in mock examinations. They are a valuable opportunity for students to experience exams and identify gaps in knowledge. This is so they can become better prepared for the summer examinations.
Students will be completing three 1hr 30min papers in Maths. Papers 2 and 3 require the use of a calculator.
Students without a calculator are able to purchase the most up to date CASIO calculator from the school for £5.
These exams will provide a valuable insight into how your child is currently doing in this subject.
Each student has already been given an AQA revision guide and supporting workbook at either higher or foundation tier. These cover the entire Mathematics curriculum and also include a full set of practise papers.
Below is a detailed revision list for each Maths paper. Students should make good use of their revision guide and workbook, alongside revision websites Mathswatch and OnMaths.
Please discuss the revision list and revision guides with your child with an aim for sufficient revision to begin. It is important that students revise for these exams so that they provide a true reflection of their potential outcomes in GCSE Maths. If you have any questions then please do not hesitate to contact me.
Yours faithfully,
Joanne Bartnick
Deputy Faculty Team Leader of Maths
Foundation GCSE Students
Paper 1 
Paper 2 
Paper 3 
4 operations with fractions 
Approximation and Estimation 
Algebraic factors 
Angles in quadrilateral 
Best Buy 
Angles 
Area of a circle 
Circumference of a circle 
Area 
Basic Probability 
Metric and Imperial units 
Bearings 
Bounds 
Defining discrete data 
Changing the Subject of a Formula 
Calculations with Money 
Describing transformations 
Comparing Data Summary 
Distance Time Graph 
Dividing into a Ratio 
Coordinates 
Division 
Drawing a Bar Chart 
FDP 
Edges, Vertices and Faces 
Expanding and solving equations 
Forming equations from worded questions 
Equivalent fractions 
Factors of a number 
Fraction of Outcomes 
Factorising (Difference of two Squares) 
Averages 
Fractions of Amounts 
FDP 
Harder fraction of an amount 
Frequency trees 
Forming Expression 
Interpreting Data 
Inequalities 
Fractions of an amount 
Number and Ages 
Inverse Proportion 
Frequency Graphs 
Percentage of an amount 
Metric and Imperial units 
Linear Sequences 
Percentages and Money Problems 
Numerical Reasoning 
Lines of symmetry 
Place Value 
Pressure, force and area 
Loci 
Powers and Roots 
Probability 
Metric and Imperial units 
Properties of a triangle 
Reading scales 
Percentages of an amount 
Quadratic sequences 
Reverse Percentage 
Pie Charts 
Rearranging formulae 
Simple Interest 
Plotting Linear Graphs 
Relative Frequency 
Simple Probability 
Powers and Roots 
Simplifying Expression 
Simple Proportion 
Probability 
Square numbers 
Speed, distance, time 
Ratio Notation 
Substituting into Formula 
Square a Bracket 
Solving Inequalities 
Trigonometry (missing angles) 
Substitution 
Solving one step equations 
Volume from a graph 
Surface Area 
Subtracting Negative Numbers 
Working with Money 
Units of Compound Measures 
Types of Number 
Forming Equations 
Venn diagrams 
Writing a ratio as a fraction 


Writing in Standard Form 
Higher GCSE Students
Paper 1 
Paper 2 
Paper 3 
Area 
Algebraic Fractions 
3D Trigonometry 
Averages 
Area 
Algebraic HCF 
Circle theorems 
Compound Interest 
Angles 
Cumulative frequency 
Coordinates of two intersecting lines 
Averages from Frequency Tables 
Difference of two squares 
Density 
Box plots 
Equation of a circle 
Direct Proportion 
Circle Theorems 
Estimation 
Error intervals 
Composite functions 
Expressions 
Expanding and Solving Equations 
Compound Measures 
Indices 
Factorising Quadratics 
Conditional Probability 
IQR 
FDP 
Dividing into a ratio 
Limits of accuracy 
Fraction of an Amounts 
Expand double brackets 
Perimeter and ratio 
Histograms 
Expanding and Simplifying Brackets 
Polygons 
Mean from a frequency table 
Find Exponential Function 
Probability 
Percentages 
Frequency trees 
Product rule 
Quadratic Sequences 
Functions 
Proof 
Rearranging formulae 
Inequalities 
Proportion 
Solving Equations Graphically 
Loci and Construction 
Rates of change 
Solving Quadratics 
Product of Prime Factors, HCF, LCM 
Ratio 
Speed, Time Graphs 
Quadratic inequalities 
Recurring decimals 
Substitution 
Ratios 
Simplifying surds 
The Equation of a Line 
Rearranging formulae 
Solving inequalities 
Transformations 
Reverse Percentage 
Solving quadratics 
Trigonometry 
Sequences 
Standard form 
Venn Diagrams 
Sine, Cosine Rules and Area of Triangles 
Surds 
Volume 
Speed 
Trigonometric graphs 

Venn diagrams 
Turning point 

Vectors 