Maths

What should my child know in KS2 Maths?

A parent-friendly overview of the main Maths skills children develop during Years 3–6, from multiplication tables to fractions and problem solving.

· Brighter Futures Tutoring

Ages 7–11 · KS2

Key Stage 2 covers Years 3 to 6 in England and represents an important period in children's mathematical development.

The national curriculum progressively develops children's fluency, reasoning and ability to solve problems. GOV.UK

Years 3 and 4: building fluency

During lower KS2, children develop stronger understanding of whole numbers and the four main operations:

  • addition

  • subtraction

  • multiplication

  • division

They also develop their understanding of fractions, measurement, geometry and mathematical reasoning.

One particularly important milestone is multiplication tables. By the end of Year 4, the national curriculum expects pupils to have memorised multiplication tables up to 12 × 12. GOV.UK

Years 5 and 6: applying knowledge

Upper KS2 builds on those foundations.

Children work with larger numbers and make stronger connections between:

  • fractions

  • decimals

  • percentages

  • ratio

They encounter more complex problem solving and are introduced to aspects of algebra.

By the end of Year 6, pupils should be fluent with written methods for the four operations and able to work with fractions, decimals and percentages. GOV.UK

Mathematical confidence matters too

Knowing a method isn't the same as being confident using it.

Children need opportunities to explain their reasoning, try different approaches and apply familiar knowledge to unfamiliar problems.

If your child can complete calculations but becomes stuck as soon as the same Maths appears in a word problem, reasoning may be an area worth developing.

What if my child has gaps?

Gaps are common.

Maths is cumulative, so difficulty with one concept can affect later topics. Weak multiplication-table recall, for example, can make fractions and division significantly harder.

Identifying the underlying gap is often more useful than repeatedly practising the topic a child is currently finding difficult.

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