Menu
School Logo
Language
Search

Maths

“Mathematics is not about numbers, equations, computations, or algorithms: it is about understanding.”  William Paul Thurston

 

What is Maths?

 

Mathematics is the study of numbers, quantities, or shapes. (Collins Dictionary)

 

Why do we study Maths?

 

Maths is all around us and mathematical knowledge is essential in many aspects of everyday life – from reading a bus timetable and calculating change in a shop to measuring quantities for a recipe. Maths is visible everywhere in nature, such as patterns in plants, hexagonal tessellation in honeycomb and symmetry on a butterfly’s wings. Maths is also central to art, music, science and technology, therefore affecting every aspect of our lives.

 

Mathematics, a universal language that enables understanding of the world, is an integral part of the curriculum. Beyond the study of numbers, shapes and patterns, it also provides important tools for work in fields such as engineering, physics, architecture, medicine and business. It nurtures the development of a logical and methodical mindset, as well helping to inculcate focus and the ability to solve all manner of problems. Attainment in the subject is also the key to opening new doors to further study and employment. However, despite its importance, for many the subject remains mysterious and difficult, the preserve of those who seem to be ‘naturals’. The education inspection framework (EIF) makes it clear that schools are expected to ensure that the mathematics curriculum ‘helps pupils to gain enjoyment through a growing self-confidence in their ability’

 

The National curriculum states:

Mathematics is a creative and highly inter-connected discipline that has been developed over centuries, providing the solution to some of history’s most intriguing problems. It is essential to everyday life, critical to science, technology and engineering, and necessary for financial literacy and most forms of employment. A high-quality mathematics education therefore provides a foundation for understanding the world, the ability to reason mathematically, an appreciation of the beauty and power of mathematics, and a sense of enjoyment and curiosity about the subject.

 

Through their study of the Opossum Maths curriculum, we intend that pupils will:

 

1.Secure their knowledge and understanding of mathematical concepts – building understanding cumulatively as they progress through the curriculum

 Pupils will become fluent in the fundamentals of mathematics, including through varied and frequent practice with increasingly complex problems over time, so that they develop conceptual understanding and the ability to recall and apply knowledge rapidly and  accurately.

 

2.Gain enjoyment through growing self-confidence and a growth mindset

We believe that ability within mathematics is not fixed. We are developing the mindsets of children and adults alike to promote a growth mindset and a ‘we can’ attitude to mathematics.  We believe that through quality-first teaching and intelligent practice, children learning  together and immediate intervention that all children have the potential to ‘go deeper’ and  broaden their understanding of mathematical concepts. 

 

3.Acquire mathematical vocabulary

We intend that pupils will develop increasingly wide mathematical vocabulary across their primary school experience. This will enable them to speak a ‘disciplinary language’ in common with other mathematicians. Mastering vocabulary relating to knowledge and concepts supports pupils to understand the concepts and processes they encounter in mathematical problems and the ability to communicate their ideas clearly.

 

4.Develop fluency in key number facts

Ensuring pupils develop key skills to ensure that all pupils can recall and apply knowledge quickly and accurately, developing both procedural fluency and conceptual  understanding

 

5.Use conceptual and procedural understanding to reason and solve increasingly complex problems

Reasoning, or applying logical thinking, is the bridge between fluency and problem solving; this underpins the deepening of understanding. When this is well developed, pupils are able to use their knowledge and skills to solve unfamiliar types of problems.

 

6.Become inspired

We intend to build on the growth mindset attitude to ensure that pupils enjoy their mathematical learning and recognise both the creative opportunities of maths and its influence in other learning domains. 

 

7.Become equipped in basic mathematics to support their everyday life as citizens (e.g. financial literacy)

We recognise the essential role of maths in wide-ranging aspects of everyday life. It is important that pupils are able to manage money, budget and make saving plans so that they can enjoy financial security as independent adults.

 

Opossum Values

Through their study of Maths, Opossum values are realised.

Being respectful – Listen to others, disagree respectfully, offer your assistance to others

Being aspirational – an expectation that all pupils can master mathematical concepts and processes and achieve well in maths.

Being caring – support each other when we are exploring problems and mastering key skills.

Having integrity – we are hardworking, responsible and helpful in lessons

Being creative - Creativity is embedded in problem solving; thinking of new ways to define and solve problems

Being community minded – recognise the role that financial literacy has in supporting our community to grow.

 

Mathematical terms

Fluency = ease of recall and computation (‘automaticity’)

Procedural fluency = being able to follow a series of steps, algorithms or formulas to the point of memorisation

Conceptual understanding = knowing the procedural steps to solving a problem and understanding why those steps and approaches work

Growth mindset = the belief that intelligence within a subject is not ‘fixed’ – every child has the potential to ‘go deeper’ and broader their understanding of mathematical concepts

Mastery = involves knowing why, as well as knowing that and knowing how; being able to use one’s knowledge appropriately, flexibly and creatively, and to apply it in new and unfamiliar situations

Coherence = connecting new ideas to concepts that have already been understood, and ensuring that, once understood and mastered, new ideas are used again in next steps of learning, all steps being small steps

Representation and structure = representations used in lessons expose the mathematical structure being taught, the aim being that students can do the maths without recourse to the representation

Variation = varying a way a concept is initially presented to students by giving examples that display a concept as well as those that don’t display it

 

Scope and sequence

The Opossum Maths curriculum fulfils the requirements of the EYFS and National curriculum. Learning in Mathematics begins in the EYFS where planning is influenced, inspired and informed by the work of leading maths researchers and practitioners from White Rose Maths, Power Maths and the National Centre for Excellence in the Teaching of Mathematics (NCETM). This progressive maths overview aims to create a culture of mathematics in the classroom that is deep and develops understanding, confidence and competence. “Maths is an adventure for children (and adults) to immerse themselves in, get creative with, make mistakes, and conquer” (Power Maths, 2021).

At KS1 and KS2, all strands from the National curriculum are included in the curriculum map and sequenced as set out in that document. Number concepts and processes hold a prominent position in each year’s curriculum overview, in recognition of the importance of securing number skills and their fundamental role in accessing other aspects of the maths curriculum. Measurement, Statistics and Geometry studies are studied each year, building progressively in sequential steps.

 

 

 

Opossum Federation Maths Curriculum 2021-2022

 

Autumn 1

Autumn 2

Spring 1

Spring 2

Summer 1

Summer 2

YR

Numbers 1-5

 

Numbers 6-10

Number bonds to 5

 

Composition of Numbers 5-10

 

Composition within 10

Comparing numbers

 

Comparing and Composition sharing, odd, even

Numbers beyond 10

 

Y1

Number – place value (within 10)

Number – addition and subtraction (within 10)

 

Number – addition and subtraction (within 10)

Geometry – properties of shape

Number – place value (within 20)

Number – addition and subtraction (within 20)

Number – place value (within 50)

Measurement – length, height, weight and volume

Number – multiplication and division

Number – fractions

Geometry – position and direction

Number – place value (within 100)

Measurement – money

Measurement – time

Y2

Number – place value

Number – addition and subtraction

Measurement – money

Number – multiplication and division

Statistics

Geometry – properties of shape

Number – fractions Measurement – length and height

Geometry – position and direction Measurement – time

Measurement – mass, capacity and temperature

Revision

Number – multiplication and division

Number – fractions

Number – place value, addition and subtraction

Y3

Number – place value

Number – addition and subtraction

Number – addition and subtraction

Number – multiplication and division

Number – multiplication and division

Measurement – money

Statistics

Measurement – length and perimeter

Number – fractions

Number – fractions

Measurement – time

Measurement – time

Geometry – properties of shape

Measurement – mass and capacity

Y4

Number – place value

Number – addition and subtraction

Number – addition and subtraction

Measurement – length and perimeter

Number – multiplication and division

Number – multiplication and division

Measurement – area

Number – fractions

Number – fractions

Number – decimals

Number – decimals

Measurement – money

Measurement – time

Measurement – time

Statistics

Geometry – properties of shape

Geometry – position and direction

Y5

Number – place value

Number – addition and subtraction

Statistics

 

Number – multiplication and division

Measurement – perimeter and area

Number – multiplication and division

Number – fractions

Number – fractions

Number – decimals and percentages

Number – decimals and percentages

Geometry – properties of shape

 

Geometry – position and direction Measurement – converting units

Measurement – volume

Y6

Number – place value

Number – addition, subtraction, multiplication and division

Number – fractions

Number – decimals

Geometry – position and direction

Number – percentages Number – algebra

Measurement – converting units

 

Measurement – perimeter, area and volume

Number – ratio

Statistics

 

Geometry – properties of shape

Revision

Problem solving and investigations

 

Top