Fractions — halves, quarters and eighths
Recognise and describe one-half, one-quarter and one-eighth of shapes and collections using everyday language and visual representations.
9 free games for this standard
Parts of a Whole Match
Parts of a Whole Match
Flip cards showing shapes with shaded parts and match them to the words (one half, two quarters, etc). A memory game for early fraction language.
Connect visual representations to fraction language
Halves, Quarters & Eighths Sort
Halves, Quarters & Eighths Sort
Sort fraction cards into halves, quarters, and eighths piles. Builds instant recognition of common fraction families through a sorting activity.
Sort shapes by the type of partition shown
Piece Counter
Piece Counter
Count the shaded pieces and the total pieces. Which side has more shaded? Visual comparison of simple parts without fraction notation.
Count and compare shaded parts of shapes
Name That Fraction
Name That Fraction
See a shape with parts shaded and pick the correct fraction name. Introduces symbolic notation alongside familiar visuals.
Name fractions shown in visual models
Fraction Label Match
Fraction Label Match
A memory game matching fraction symbols (like 3/4) to their visual models. Strengthens the connection between notation and meaning.
Match fraction symbols to visual representations
Fraction Snap (Simple)
Fraction Snap (Simple)
A beginner snap game with halves, thirds, and quarters only. Match visual cards to their fraction names. Fast and fun.
Recognise common fractions quickly
Quarters Partition
Quarters Partition
Cut shapes into halves, quarters and more. Introduces fraction labels alongside visual partitioning for Year 1-2.
Partition shapes into halves, quarters and thirds
Equal Parts Compare
Equal Parts Compare
Compare visual representations of halves, quarters and thirds. Which is bigger? Mostly visual with no fraction notation at early levels.
Compare and order halves, quarters and thirds using visual models
Unit Fraction Compare
Unit Fraction Compare
Compare unit fractions like 1/2, 1/3, 1/4. Builds the key insight that bigger denominators mean smaller parts.
Compare unit fractions using visual reasoning