Maths · KS2 · Fractions
KS2 Fractions Practice for Years 3–6
Fractions become much easier to reason about when a child treats them as numbers and as equal parts of a whole, rather than as two unrelated digits. Across KS2, the work moves from unit and non-unit fractions into equivalence, comparison, calculation and connections with decimals and percentages.
What to understand in this topic
- recognise a fraction as equal parts of a whole or quantity
- understand the roles of numerator and denominator
- identify and use equivalent fractions
- compare and calculate with fractions at an age-appropriate level
A common point of confusion
A larger denominator does not automatically mean a larger fraction. For unit fractions of the same whole, more equal parts means each part is smaller: for example, 1/8 is smaller than 1/4.
Try a quick example
Question: Which fraction is equivalent to 3/4: 6/8 or 6/10?
Answer: 6/8
Multiplying both the numerator and denominator of 3/4 by 2 gives 6/8. The value of the fraction has not changed.
This is a fixed educational example on the page, not a customer result and not a live tutor response.
What a parent can try at home
Draw two equal rectangles and divide one into 4 equal parts and the other into 8. Shade 3/4 on the first and 6/8 on the second, then ask the child to explain why the shaded amount is the same.
How NexEdu practises this
NexEdu uses short multiple-choice fraction questions and can provide a hint or brief reteach when repeated errors occur. It can support focused practice, but physical fraction strips, drawings and teacher explanation remain useful ways to build the underlying concept.
NexEdu provides guided questions throughout the child’s available daily tutoring time. A hint can follow an incorrect answer, and two consecutive incorrect answers trigger a brief reteach before practice continues. Same-day topic progress can resume where the child left off.
Related learning
About the information on this page
The educational summary is written to help parents understand the topic and its place in the National Curriculum in England. Product statements describe the current NexEdu implementation; they are not promises of a particular grade, score or rate of progress.