GCSE Statistics study materials
GCSE Statistics study resources

GCSE Statistics study guide

GCSE Statistics · Work through your exam, one topic at a time.

GCSE Statistics (8382) is a UK general qualification offered by AQA, one of the awarding bodies that sets GCSE and A-level examinations in England. It is designed for students who want to build a working understanding of how data is gathered, organised, presented and interpreted, rather than for those seeking a purely mathematical route. The GCSE Statistics study guide has 6 sections and about 1,780 words.

01

Populations, samples and data collection

A population is every item that could be studied; a sample is a subset chosen to represent it. A census measures the whole population - accurate but slow and expensive - while a sample is cheaper but introduces sampling error.

333 words, about 2 min
02

Processing, representing and analysing data

Raw data must be organised before it can be interpreted. Frequency tables record counts; grouped frequency tables put continuous data into class intervals, and the midpoint of each class is used later for estimates.

292 words, about 1 min
03

Summarising data: averages and spread

There are three averages. The mean = sum ÷ count and uses every value; the median is the middle value once data are ordered, at position (n + 1)/2; the mode (or modal class for grouped data) is the most common value.

292 words, about 1 min
04

Scatter diagrams and correlation

A scatter diagram shows paired bivariate data, one variable on each axis. Put the explanatory (independent) variable on the x-axis and the response (dependent) variable on the y-axis.

283 words, about 1 min
05

Time series and moving averages

A time series is a set of values recorded at regular intervals. Its components are the trend (long-term direction), seasonal variation (a pattern repeating within a fixed period, such as a year), and random or irregular variation.

291 words, about 1 min
06

Probability

Probability is measured on a scale from 0 to 1. For equally likely outcomes, P(event) = favourable outcomes ÷ total outcomes, and P(not A) = 1 − P(A).

289 words, about 1 min