Mathematics

Guided by our Christian EAGLE values of Empathy, Aspiration, Generosity, Love and Endurance, we provide a learning environment where mistakes are valued as part of learning and every child is encouraged to persevere, reason and problem solve. We want pupils to develop a secure understanding of mathematical concepts and leave St John’s Stonefold as confident, capable learners who can apply mathematics successfully in everyday life and future learning.

• Develop fluent and confident mathematicians.
• Foster a positive attitude and enjoyment of mathematics.
• Build deep conceptual understanding through carefully sequenced learning.
• Develop mathematical reasoning and problem-solving skills.
• Ensure pupils can explain, justify and communicate their mathematical thinking.
• Promote independence, resilience and perseverance.
• Equip pupils with strong number sense and secure calculation skills.
• Ensure all pupils, regardless of starting point, achieve success and make strong progress.
• Prepare pupils for the next stage of their education and future life opportunities.

Teaching follows an effective:

I Do -> We Do -> You Do

approach where:

• New learning is explicitly modelled.
• Concepts are explored collaboratively.
• Pupils apply learning independently.

A strong emphasis is placed on:

• Fluency.
• Mathematical reasoning.
• Problem solving.
• Mathematical talk.
• Precise mathematical vocabulary.
• Daily arithmetic practice.
• Times-table fluency.
• Overlearning of key concepts.

Teaching is supported through the Concrete-Pictorial-Abstract (CPA) approach, enabling pupils to develop a deep conceptual understanding before moving to abstract methods. Manipulatives and visual representations are used throughout the school to support learning and address misconceptions.

Children develop early mathematical understanding through practical exploration, counting, pattern, comparison, subitising and problem solving. They develop a deep understanding of number to ten and begin to explore composition, calculation and pattern.

Key Stage 1

Pupils develop secure number sense, confidence with place value, basic calculation strategies and mathematical language. Learning focuses on developing fluency whilst applying mathematics through reasoning and practical problem solving.

Lower Key Stage 2

Children develop efficiency, accuracy and flexibility in calculation. They deepen understanding of multiplication and division, fractions, measure and geometry whilst increasingly explaining and justifying their reasoning.

Upper Key Stage 2

Pupils demonstrate increasing independence when selecting strategies, tackling complex problems and reasoning mathematically. They develop a secure understanding of fractions, decimals, percentages, ratio, algebra and advanced calculation methods, preparing them for secondary mathematics.

Fluency

Children develop rapid recall of number facts, multiplication tables and efficient calculation methods through daily practice and overlearning.

Reasoning

Pupils are encouraged to explain, justify and prove their mathematical thinking using precise mathematical vocabulary and sentence stems. Mathematical talk is embedded within every lesson.

Problem Solving

Children apply mathematics in a variety of contexts and are encouraged to investigate, make connections and choose appropriate strategies independently.

Examples include:

• Place value language.
• Calculation vocabulary.
• Fractions and decimals.
• Geometry terminology.
• Statistical language.
• Reasoning and problem-solving vocabulary.

High-quality adaptive teaching includes:

• Concrete resources.
• Manipulatives.
• Visual models.
• Scaffolded learning.
• Targeted questioning.
• Mathematical talk.
• Structured interventions where required.

Additional challenge is provided through reasoning, justification and greater-depth problem-solving opportunities so that all pupils, including our most able mathematicians, can flourish.

• Demonstrate fluency across all areas of mathematics.
• Apply mathematical knowledge confidently and accurately.
• Explain and justify their thinking using precise mathematical vocabulary.
• Solve problems independently using a range of strategies.
• Show resilience and confidence when faced with challenge.
• Understand how mathematics relates to everyday life.
• Be well prepared for the next stage of their mathematical education.

They will leave us as confident, capable mathematicians who embody our EAGLE values and are equipped with the knowledge and skills needed to thrive in future learning and life.