Probability P7 Anchor Charts

Help pupils build confidence with probability using this colourful and engaging set of 8 P7 maths anchor charts.

This step-by-step pack introduces probability through clear explanations, visual examples, worked calculations and practice questions. Pupils progress from understanding likelihood and the probability scale to calculating probabilities, comparing theoretical and experimental probability, using tree diagrams and solving more challenging probability problems.

This resource covers:

What is Probability? – introducing probability and the probability scale from 0 to 1
Describing Likelihood – using vocabulary including impossible, unlikely, even chance, likely and certain
Finding the Probability of a Simple Event – using favourable outcomes and total equally likely outcomes
Experimental Probability – carrying out trials, recording results and using results to estimate probability
Theoretical vs Experimental Probability – comparing what we expect to happen with what actually happens
Tables & Tree Diagrams – organising and listing all possible outcomes
Fair or Unfair? – exploring equal chances and deciding whether games and situations are fair
Probability Problem Solving – applying probability knowledge to spinners, coins, dice, counters and real-life style problems
Each anchor chart includes:

Clear, pupil-friendly explanations
Colourful visual examples
Key probability vocabulary
Worked examples
Probability scales
Fractions and decimal probability examples
Coin, dice, spinner and counter contexts
Experimental and theoretical probability
Tables and tree diagrams
Fair and unfair game examples
Practice questions and challenges
Helpful “Remember” prompts
The consistent layout makes these posters ideal for whole-class teaching, maths displays, revision, guided groups and independent pupil reference.

You will receive:

An 8-page printable PDF, with one full-page probability anchor chart for each teaching step.

A bright and accessible resource for helping P7 pupils understand, calculate and reason about probability with confidence.

Please note: This resource is supplied as a PDF and is not editable.