Year 6 Mathematics Journey

What pupils learn across 2026-2027

The Longlands approach

Pupils learn mathematics through small, connected steps. Teaching develops factual fluency, accurate methods and the ability to select and apply knowledge when reasoning and solving problems. The sequence may be adjusted when assessment shows that pupils need more time, practice or an earlier prerequisite.

AUTUMN
  • Place value to at least 10,000,000 and decimals; rounding.
  • Mental and formal methods for all four operations, including long multiplication and division.
  • Angles, 2D and 3D shape, fractions, percentages, ratio, algebra, measure and statistics.
SPRING
  • Negative numbers, order of operations and increasingly complex calculation.
  • Calculate with fractions and decimals and use fraction-decimal-percentage equivalence.
  • Coordinates in four quadrants, area and volume, ratio, algebra, mean, graphs, nets and circles.
SUMMER
  • Consolidate the number system, arithmetic, factors, multiples and primes.
  • Apply efficient strategies to multi-step and unfamiliar problems.
  • Revisit geometry, conversions, fractions, percentages, ratio and statistics; prepare for secondary mathematics.

Fluency and recall

Grey band: secure and select efficient mental strategies; convert fractions, decimals and percentages; recall prime numbers and key circle facts.

How mathematics is taught

  • Retrieve and connect to earlier knowledge.
  • Teach one precise small step using explicit modelling and agreed representations.
  • Guide practice before pupils work independently.
  • Use daily deliberate practice to build accuracy and automaticity.
  • Teach mathematical vocabulary and sentence stems explicitly.
  • Include reasoning and problem-solving within the current unit.

Assessment and support

Teachers use questioning, mini-whiteboards, observation, live marking, exit checks and work in books to identify what pupils understand. End-of-unit checks and termly assessment add to this evidence. Misconceptions are addressed through re-modelling, guided practice, pre-teaching or same-day intervention. Pupils who need further support receive smaller steps and additional practice while the curriculum remains ambitious. Significant earlier gaps are addressed through precisely targeted teaching.

How families can help

Practise arithmetic little and often, discuss why an answer is reasonable, use real timetables and measures, and ask your child to justify the chosen strategy.

Important note

This guide summarises the planned curriculum for parents. Teachers may adjust the order or time spent on a unit in response to assessment, while ensuring that statutory year-group content is taught.