The vision for mathematics at Naunton Park embraces the aims and content of the National Curriculum; champions a ‘can do’ attitude and embraces the principles of the mastery approach. Children at our school can articulate ‘why’ and not just ‘what’ we do or the resources we use.
Children at Naunton Park have many opportunities – in a lesson and within a unit – to solve problems by applying their mathematical understanding to a variety of problems, including in unfamiliar contexts and to model real life scenarios.
Our children are encouraged to become competent and independent mathematicians in classrooms where we ‘like’ both right and wrong answers in order to inspire risk taking and the development of inquisitiveness to secure mathematical foundations. Therefore, mathematical ideas are discussed and reasoned and not just passively ‘received’ by pupils. In our classrooms, lessons are planned to encourage pupils to describe, explain, justify, convince and/or prove mathematical concepts.
(Taken and adapted from the IIIMPACT self-evaluation signposted from the GLOW Maths Hub).
At Naunton Park we aim for all pupils to:
Implementation
At Naunton Park, we recognise that in order for pupils to progress to deeper and more complex problems, children need to be confident and fluent across each yearly objective. We follow the Can Do scheme of learning to ensure that the coverage for the year is facilitated, but recognise that children progress at different rates and thus teachers move on to new concepts according to the needs of their class.
The timetable for the day includes a daily maths lesson of 45 minutes for all year groups in Key Stage 1 and Key Stage 2 and as part of continuous provision in EYFS. Further to this, additional curriculum time beyond the mathematics lesson is incorporated into a daily timetabled – Maths on Track session – which is to support deliberate practice, consolidation, pre-teach and/or immediate intervention.
In line with a mastery approach, we break big concepts down into smaller steps in order to help develop children's understanding. The maps below, identify these small steps that we teach and when in the year we teach them.
We are aware that many parents will want to support their children in their learning as such, we have provided a number of resources below to help:
Column addition two 3-digit numbers
Column subtraction two 3-digit numbers
Missing number addition & subtraction
Multiply 2 x 1-digit number
Divide using partitioning
Add fractions with the same denominator
Subtract fractions with the same denominator
Find a fraction of an amount
Adding 10 or 100 to a number
Subtracting 10 or 100 from a number
Column addition 4-digits + 3-digits
Column subtraction 4-digit subtract 3-digit numbers
Missing number addition and subtraction
Multiply 2-digit x 1-digit number
Multiply 3-digit x 1-digit number
Multiply using known times table facts
Mentally multiply 3 numbers
Divide a number by a single digit integer
Dividing using known times table facts
Add fractions with the same denominator
Subtract fractions with the same denominator
Create an equivalent fraction
Find a fraction of an amount
Find the whole from a fraction of an amount
Adding 10, 100 or 1,000
Subtracting 10, 100 or 1,000
Multiply and divide by 1
Multiply by 10 or 100
Divide by 10 or 100
Converting metric measurements
Column addition of two numbers (4-digit + 3-digit number)
Column addition of two numbers (5-digit + 4-digit number)
Column subtraction of two numbers (4-digit - 3-digit number)
Column subtraction of two numbers (5-digit - 4-digit number)
Missing number addition and subtraction
Multiply by a single digit number
Multiply a 3-digit number by a 2-digit number
Multiply 2 numbers by using known times table facts
Divide by a single digit number
Missing number multiplication and division
Create an equivalent fraction
Add and subtract fractions with the same denominator
Add and subtract fractions with a different denominator
Add mixed numbers together
Subtract a mixed number (improper fraction method)
Subtract a mixed number (exchange method)
Multiply a fraction by another fraction
Multiply mixed numbers
Divide a fraction by a whole number
Find a fraction of an amount
Find the whole when you know the fraction of an amount
Add or subtract numbers with decimals
Add decimal fractions
Subtract decimal fractions
Multiply a decimal by a single digit number
Calculate the percentage of an amount
Adding 10, 100 or 1000 to any number
Subtracting 10, 100 or 1000 from any number
Multiplying or dividing any number by 10, 100 or 1000
Multiplying a number by any multiple of 10
Converting metric measurements
Add two 6-digit numbers
Subtract two 6-digit numbers
Missing number addition and subtraction
Multiply by a single digit number
Multiply by a 2-digit number
Multiply using known times table facts
Divide by a single digit number
Divide by a 2-digit number (long division)
Missing number multiplication and division questions
Add and subtract fractions with the same denominator
Add and subtract fractions with a different denominator
Add mixed numbers
Subtract mixed numbers (improper fraction method)
Subtract mixed numbers (exchange method)
Multiply mixed numbers by a whole number
Divide a fraction by a whole number
Multiply a fraction by another fraction
Find the whole from a fraction of an amount
Add or subtract decimals
Multiply decimals by a single digit number
Divide decimals by a single digit number
Multiply a decimal number by a decimal number
Calculate the percentage of an amount
Adding 10, 100 or 1000 to any number
Adding or subtracting 10, 100 or 1000 to any number
Multiply or divide a number by 10, 100 or 1000
Multiply a number by any multiple of 10