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GCSE Statistics Revision: topics not in GCSE Maths, revision videos, past exam papers and model solutions.

Notes on Types of Sampling and Data Collection

New Specification Edexcel GCSE Statistics Exam Papers

Edexcel higher gcse statistics exam papers, edexcel foundation gcse statistics exam papers, higher gcse statistics topics, from gcse maths old spec, from gcse maths new spec.

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GCSE Statistics Revision

Pavinder S.

Aston university - bcs mathematics.

Maths graduate tutor extensive experience of working in schools doing GCSE Maths Interventions for small groups: boost grades

Worksheets || Worksheet Solutions || Notes || Questions by Topic || PMT Shop

There are notes with worked examples, worksheets with solutions, questions by topic for Foundation and Higher tiers with mark schemes on this GCSE Maths Statistics revision page. They are suitable for AQA, Edexcel and OCR exam boards.

For past papers with model solutions, visit the GCSE Maths Papers page.

• a. Sampling
• b. Tables, Charts and Diagrams
• c. Grouped Discrete and Continuous Data (H)
• d. Graphical Representation of Distributions
• e. Measures of Central Tendency
• f. Populations
• g. Scatter Graphs

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• AQA Questions
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Edexcel GCSE Statistics Past Papers

Pearson Edexcel GCSE Statistics past exam papers. Pearson Edexcel currently runs one syallbus GCSE (9-1) in Statistics (1ST0). If you are not sure which exam tier (foundation or higher) you are sitting check with your teacher. You can download the papers and marking schemes by clicking on the links below.

June 2022 Pearson Edexcel GCSE (9-1) Statistics (1ST0)

Paper 1 : Statistics1ST0/1F –  Foundation Tier Download Paper    –    Download Mark Scheme

Paper 1 : Statistics 1ST0/1H –  Higher Tier   Download Paper    –    Download Mark Scheme

Paper 2 : Statistics1ST0/2F –  Foundation Tier   Download Paper    –    Download Mark Scheme

Paper 2 : Statistics 1ST0/2H –  Higher Tier   Download Paper    –    Download Mark Scheme

November 2021 Pearson Edexcel GCSE (9-1) Statistics (1ST0)

Paper 1 : Statistics1ST0/1F – Foundation Tier Download Paper    –    Download Mark Scheme

Paper 1 : Statistics 1ST0/1H – Higher Tier   Download Paper    –    Download Mark Scheme

Paper 2 : Statistics1ST0/2F – Foundation Tier   Download Paper    –    Download Mark Scheme

Paper 2 : Statistics 1ST0/2H – Higher Tier   Download Paper    –    Download Mark Scheme

November 2020 Pearson Edexcel GCSE (9-1) Statistics (1ST0) (These papers are labelled June 2020)

Paper 1: Statistics1ST0/1F – Foundation Tier –   Download Paper  –  Download Mark Scheme

Paper 1: Statistics 1ST0/1H – Higher Tier –  Download Paper  –  Download Mark Scheme

Paper 2: Statistics1ST0/2F – Foundation Tier –   Download Paper  –  Download Mark Scheme

Paper 2: Statistics 1ST0/2H – Higher Tier –  Download Paper  –  Download Mark Scheme

June 2019 Pearson Edexcel GCSE (9-1) Statistics (1ST0)

For Pearson Edexcel GCSE Maths past papers click here .

For GCSE Maths past papers from other exam boards  click here .

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GCSE Statistics Questions and Answers

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GCSE Topics

• Comparing Statistical Measures (1)
• Geometric Mean (1)
• Arithmetic Mean (1)
• Decimals (137)
• Percentage Profit and Loss (21)
• Square Roots (41)
• Decimal Places (77)
• Ordering Fractions (5)
• Recurring Decimals (19)
• Repeated Percentage Change (11)
• Rounding Numbers, Estimation, Significant Figures, Decimal Places (14)
• Percentage to Fractions (8)
• Multiplying Decimals (19)
• Calculator Skills (50)
• Product Rule (11)
• Place Value (11)
• Dividing Decimals (27)
• Standard form (48)
• Error Intervals (26)
• Cube Roots (14)
• Pecentage Change (8)
• Ordering Decimals (8)
• Counting Strategies (24)
• Negative Numbers (14)
• Fractions (173)
• Square Numbers (48)
• Upper and Lower Bounds (25)
• Mixed Numbers (27)
• Cube Numbers (30)
• Limits of Accuracy (20)
• Operations with fractions (41)
• HCF, LCM (34)
• Comparing Numbers (24)
• Factors, Multiples and Primes (88)
• Equivalent Fractions (16)
• Fractions of amounts (15)
• Simple and Compound Interest (36)
• Division (1)
• Fractions to decimals (29)
• Multipliers (21)
• Addition and Subtraction (57)
• Multiplication (1)
• Fractions to percentages (12)
• Fraction problems (22)
• Arithmetic Word Problems (182)
• Percentages (222)
• Ordering Numbers, (18)
• Decimals to Fractions (23)
• Rounding Numbers (87)
• Reverse Percentages (13)
• Odd and Even Numbers (28)
• Estimation (80)
• Decimals to Percentages (6)
• Multiplication and Division (96)
• Percentage Change (56)
• lcm word problems (11)
• Laws of Indices (16)
• Significant Figures (77)
• Order of Operations (13)
• HCF Word Problems (2)
• Profit and Loss (1)
• Time Series Graphs (1)
• Interpreting and Comparing Data (1)
• Scatter Graph (1)
• Linear Equations (190)
• Gradient of a line (67)
• Transforming Graphs (8)
• Simultaneous Equations (42)
• Equations of Straight Lines (91)
• Areas under curves (17)
• Geometric Sequences (11)
• Quadratics and Fractions (1)
• Quadratic Equations (104)
• Straight Line Graphs (74)
• Algebraic Proof (39)
• Algebraic Equations (308)
• Writing Formulae (1)
• Quadratic Formula (22)
• Real-life Graphs (14)
• Function Notation (26)
• Completing the Square (11)
• Trigonometric Graphs (18)
• Inverse Functions (14)
• Factorising Expressions (30)
• Substitution (59)
• Graphs of inequalities (12)
• Equation of a Circle (22)
• Composite Functions (14)
• Factorising Quadratics (27)
• Speed Distance Time (74)
• Velocity-time Graphs (18)
• Iterative Methods (16)
• Time Tables (4)
• Expanding Brackets (61)
• Expanding Double Brackets (4)
• Rearranging Formulae (40)
• Algebraic Expressions (190)
• Factorizing Expressions (14)
• Parallel and Perpendicular Lines (36)
• Function Machine (20)
• Algebraic Formulae (20)
• Simplifying Expressions (128)
• Quadratic Graphs (51)
• Collecting like Terms (50)
• Linear Inequalities (48)
• Turning Points (22)
• Indices (112)
• Quadratic Inequalities (10)
• Sketching Graphs (67)
• Order of Operations (BIDMAS) (16)
• Laws of Indices (70)
• Fractional Indices (28)
• Sequences (74)
• Exponential Graphs (16)
• Cubic Equations (18)
• Algebraic Indices (16)
• Arithmetic Sequences (43)
• Gradients of Curves (13)
• Rates of Change (5)
• Negative Indices (16)
• Quadratic Sequences (19)
• Factorizing Quadratics (11)
• Formulae (3)
• Algebraic Fractions (23)
• Coordinates (101)
• Cubic and Reciprocal Graphs (19)
• Scale diagrams and maps (17)
• Ratio & Proportion (248)
• Compound Measures (26)
• Proportion and Graphs (12)
• Unit Conversions (84)
• Growth and Decay (9)
• Density (24)
• Direct and Inverse Proportion (62)
• Pythagoras Theorem (45)
• Trapeziums (31)
• Sine Rule (21)
• Circles (1)
• 3D Pythagoras Theorem (8)
• Prisms (23)
• Cosine Rule (19)
• Constructing Perpendicular Lines (11)
• Circles, Sectors and Arcs (110)
• Vectors (55)
• Constructions (32)
• Cylinders (17)
• Plans and Elevations (15)
• Circle Theorems (33)
• Scale Drawings and Maps (26)
• Transformations (54)
• Reflection (30)
• Polygons (39)
• Pyramid (12)
• Area and Perimeter (179)
• Rotations (25)
• Scale Factor (39)
• 3D Shapes (74)
• Translations (25)
• Parallel Lines (22)
• Rotational Symmetry (9)
• Volume & Surface Area (87)
• Enlargement (27)
• Triangles (189)
• Similar Shapes (34)
• Squares (41)
• Congruent Triangles (27)
• Symmetry (18)
• Rectangles (68)
• Bearings (19)
• Line Symmetry (14)
• Nets of solids (2)
• Parallelograms (23)
• Trigonometry Lengths (73)
• Unit Conversion (2)
• Angles (135)
• Rhombus (7)
• Trigonometry Angles (98)
• 3D trigonometry (6)
• Comparing Data (16)
• Stem and Leaf Diagrams (4)
• Data and Sampling (13)
• Histograms (23)
• Bar charts (29)
• Pictograms (14)
• Pie charts (26)
• Frequency Polygon (6)
• Box plots (18)
• Scatter graphs (28)
• Time series graphs (14)
• Averages and Range (33)
• Sampling (2)
• Line Graphs (14)
• Frequency Table (50)
• Cumulative Frequency (29)
• Mean, mode and Median (94)
• Sample space diagram (20)
• AND & OR Rules (56)
• Two way Tables (7)
• Relative Frequency (24)
• Tree diagrams (38)
• Frequency and Outcomes (12)
• Venn Diagrams (42)
• Set Notation (11)
• Conditional Probability (13)
• Independent Events (14)
• interpreting via collected data and calculated probabilitites (1)
• Comparing Probabilities (1)
• Probability (2)

The main topics in GCSE Maths are:

• Ratio, Proportion and Rates of Change 
• Geometry and Measures
• Statistics 
• Probability 
• Statistical Measures 
• Data Visualisation 

With regular practice of GCSE Maths topic-wise questions and GCSE Maths past pacers , you can easily score high marks.

Although many people think of GCSE maths as a difficult subject, with the correct training and preparation,you can master it in time. You can practice GCSE Maths  topic-wise questions daily to improve speed, accuracy, and time and to score high marks in the GCSE Maths exam.

A grade of 4 or 5 would be considered "good" because the government has established a 4 as the passing grade; a grade of 5 is seen as a strong pass. Therefore, anything that exceeds this level would be considered good. You can practice GCSE Maths topic-wise questions to score good grades in the GCSE Maths exam.

You can get a high score in GCSE Maths through meticulous practice of GCSE Maths topic-wise questions and GCSE Maths past papers .

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GCSE Statistics: 10.1 – Data Collection

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Normal Distribution

Understanding Normal Distribution

• Normal Distribution , also known as the Gaussian Distribution , is a type of probability distribution that is symmetric about the mean, displaying where the values of a variable are most likely to occur.
• This distribution is “bell-shaped”, where the highest point signifies the highest probability event(s), typically the mean value.
• The mean (μ) , median , and mode of a normal distribution are all equal and are at the peak of the bell curve .
• The bell shape signifies that the data is balanced on each side of the mean.

Understanding Standard Deviation in Normal Distribution

• The spread of distribution is determined by the standard deviation (σ) , representing the average distance that the observed values fall from the mean.
• Generally, if the standard deviation is small, the values tend to be close to the mean, forming a narrow bell-shaped curve . A large standard deviation tends to result in a wide bell-shaped curve , indicating that data is spread over a wider range of values .

The Empirical Rule

• This rule, also known as the 68-95-99.7 rule describes how data behaves in a normal distribution.
• About 68% of the data falls within one standard deviation from the mean, approximately 95% falls within two standard deviations, and about 99.7% lies within three standard deviations.
• This rule provides a quick estimate of the probability associated with data within a given standard deviation range.

Z-Score in Normal Distribution

• The z-score , also referred to as a standard score , indicates how many standard deviations an element is from the mean.
• A positive z-score signifies the raw score is greater than the mean, while a negative z-score implies it is less.
• Z-scores are used to determine the probability that a value from a Normal Distribution is within a certain range.

Normal Distribution and Probability Calculation

• Normal distribution can be used in probability calculations. For example, if you know the mean and standard deviation, you can determine what proportion of values lie above, below or between certain values.
• Understanding the properties of normal distribution can be helpful in interpreting data and predicting the likelihood of future events.

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GCSE Statistics

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Introduction

• Specification at a glance

Why choose AQA for GCSE Statistics

Statistics is about making decisions when there is uncertainty. Perhaps one of the most versatile areas of maths, it gives students the skills to collect, analyse, interpret and present data.

It complements subjects such as GCSE Biology, Psychology, Geography, Business and Economics, and opens the door to a variety of careers – from weather forecasting to the biological sciences.

A specification designed for you and your students

This new qualification retains much of the content that we know you and your students enjoy. Our new qualification is fully co-teachable alongside our GCSE Maths, helping you teach GCSE Statistics students in the same class. Topics are clearly and logically structured and include:

• understanding the importance of careful planning, a clear strategy for collecting, recording and processing data in order to address an identified question or hypothesis
• generating data visualisation and understanding the maths involved.

Clear, well-structured exams, accessible for all

To enable your students to show their breadth of knowledge and understanding, we’ve created a simple and straightforward structure and layout to our papers, using a mixture of question styles. There will be no coursework.

You can find out about all our Statistics qualifications at aqa.org.uk/mathematics

Support and resources to help you teach

We’ve worked with experienced teachers to provide you with a range of resources that will help you confidently plan, teach and prepare for exams.

Visit aqa.org.uk/8382 to see all our teaching resources. They include:

• sample schemes of work and route maps to help you plan your course with confidence
• Teaching guidance which provides a summary of changes to content and a summary of key features
• training courses to help you deliver AQA Statistics qualifications
• subject expertise courses for all teachers, from newly qualified teachers who are just getting started to experienced teachers looking for fresh inspiration.

Preparing for exams

Visit aqa.org.uk/8382 for everything you need to prepare for our exams, including:

• past papers, mark schemes and examiners’ reports
• specimen papers and mark schemes for new courses
• Exampro: a searchable bank of past AQA exam questions
• example student answers with examiner commentaries.

Analyse your students' results with Enhanced Results Analysis (ERA)

Find out which questions were the most challenging, how the results compare to previous years and where your students need to improve. ERA, our free online results analysis tool, will help you see where to focus your teaching. Register at aqa.org.uk/era

For information about results, including maintaining standards over time, grade boundaries and our post-results services, visit aqa.org.uk/results

Keep your skills up-to-date with professional development

Wherever you are in your career, there’s always something new to learn. As well as subject specific training, we offer a range of courses to help boost your skills.

• Improve your teaching skills in areas including differentiation, teaching literacy and meeting Ofsted requirements.
• Prepare for a new role with our leadership and management courses.

You can attend a course at venues around the country, in your school or online – whatever suits your needs and availability. Find out more at coursesandevents.aqa.org.uk

Help and support

Visit our website for information, guidance, support and resources at aqa.org.uk/8382

If you'd like us to share news and information about this qualification, sign up for emails and updates at aqa.org.uk/from-2017

Alternatively, you can call or email our subject team direct.

E: [email protected]

T: 0161 957 3852

Histograms Exam Questions

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Help your students to prepare for the GCSE maths exam with these exam style Statistics questions on histograms. Suitable for Edexcel, AQA and OCR.

• Topic specific exam questions modelled on real life GCSE maths papers
• Detailed mark schemes and answers are included
• Covers a variety of exam question types on histograms
• Matched to Edexcel, AQA and OCR exam boards and suitable for others

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SRCC/PMCC Exam Questions (GCSE Statistics)

Subject: Mathematics

Age range: 14-16

Resource type: Assessment and revision

Last updated

29 February 2024

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Exam Questions and mark scheme on Spearman’s Rank Correlation Coefficient (SRCC) and Pearson’s Moment Correlation Coefficient (PMCC) for Edexcel GCSE (9-1) Statistics. All questions are from the Edexcel GCSE Statistics new specification and include questions on calculating SRCC and interpreting SRCC and PMCC.

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