SPALD Maths
Curriculum Intent
To have uncompromising aspirations for every individual and for our school to be an exceptional and inspirational community of lifelong learners.
Purpose
Our Maths Curriculum in the Speech and Language Provision aims to develop an enjoyment and confidence in the subject as well as an understanding of how it is relevant to the students and the world around them. We aim to develop a thorough knowledge and understanding of the concepts in maths and a sound foundation of mathematical techniques through a range of learning opportunities inside and outside of the classroom. We aim to equip our students with a level of proficiency and confidence in maths which will serve them when encountering maths in a range of wider contexts outside the classroom and in their next steps after Hayes.
Key features of learning
Practical interactive activities and the opportunities to practise mathematical skills in a variety of different ways is key to supporting the ways in which our students learn. We recognise the importance of regularly revisiting concepts and skills and returning to topics to deepen and support the further understanding of them over time.
Key concepts that underpin the curriculum
- Understanding maths as relevant to a range of real life contexts
- Use of manipulatives, visuals and precise reading (RUCSAC) to aid problem solving
- Verbal communication
- Acquisition and practise of basic number skills
- Acquisition and practise of mathematical terminology
How does our curriculum shape learners?
Our students often, although not always, have a level of anxiety around the subject of maths. The aim of our curriculum is to develop learners who have an enjoyment of maths, learners who will embrace a challenge, develop an understanding of how they learn and who have the confidence to give something a go. We aim to equip learners with a range of strategies eg visual, kinaesthetic so that they can develop their independence as well as an understanding of how they learn best. We provide opportunities for students to develop their ability to communicate with one another, to find ways to navigate social communication issues as they arise and to function successfully within a large secondary school and beyond.
End points for Academic Years Sep 22-July 23 |
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Year 7 |
Students will begin to develop the ability to select the mathematics they use in some classroom activities as well as the visual/manipulatives to support their thought processes. Students are introduced to the idea of ‘precision reading’ in Maths and using RUCSAC to help them apply this skill when tackling worded Maths questions/problems. They will be able to discuss their work using some mathematical language and will begin to represent it using symbols and simple diagrams. Students will develop their ability to explain why an answer is correct. Students will be more at ease with making mistakes and seeing that as part of how they learn. Students will be able to count sets of objects reliably and use mental recall of addition and subtraction facts to 20. They will begin to understand the place value of each digit in a number and use this to order numbers up to 100. They will be able to choose the appropriate operation when solving addition, subtraction and multiplication problems. They will begin to use mental calculation strategies to solve number problems involving money and measures. They will recognise sequences of numbers, including odd and even numbers. They will use simple fractions that are one part of a whole. Students will be able to convert from pounds to pence and vice versa. They will be able to add amounts of money and give change. They will be able to read times to O’clock, half past, quarter past and quarter to on an analogue clock and can read anytime on a digital clock. Students will use mathematical names for common 2D and 3D shapes and describe their properties, including numbers of edges, faces and vertices. They will start to distinguish between straight and turning movements, understand angle as a measurement of turn, and recognise right angles in turns. Students will begin to use standard units to measure length and weight. Students will be able to sort objects and classify them using more than one criterion. When they have gathered information, they will be able to record results in simple lists, tables and block graphs in order to communicate their findings. |
Year 8 |
AQA Entry Level Course First Year By the end of Year 8, students will be able to try different approaches and find ways of overcoming difficulties that arise when they are solving problems. They will be more confident in choosing the correct mathematical operations to solve a problem and in selecting the resources which are most appropriate to support their working. Students will be able to use mathematical language more accurately and in the correct context. They will be beginning to organise their work and check results. Students will be developing their ability to discuss their mathematical work and are beginning to explain their thinking. Students demonstrate an understanding of the relationship between units of time and are developing accuracy in telling the time to the nearest 5 minutes. Students show an understanding of place value in numbers up to 1,000 and use this to make approximations. They begin to use decimal notation correctly and understand that amounts of money should have 2 decimal places. Students solve multi-step problems involving money and give answers in correct notation. Students extract and interpret information presented in simple tables and lists. They construct bar charts and pictograms, where the symbol represents more than one item to communicate information and they interpret information presented to them in these forms. |
Year 9 |
AQA Entry Level Course Second Year By the end of Year 9, students will show a greater confidence in selecting the correct mathematical techniques and resources to solve a problem. They will have a greater grasp of appropriate mathematical terminology and be able to use some subject specific vocabulary accurately when talking about maths. Students are becoming more adept at articulating their own thinking and also in listening to others without judgement. |
Year 10 |
Level 1 Award: Working with Number and Measures Students continue to develop their resilience and confidence to try different approaches and find ways of overcoming difficulties that arise when they are solving problems. They are beginning to organise their work with care and check results to ensure that their answers are logical. Students are able to articulate their ideas using correct mathematical terminology and to explain how they have arrived at an answer. They use and interpret mathematical symbols and diagrams. |
Year 11 |
Level 1 Award: Working with Number and Measures Students are able to draw upon a range of strategies and practical resources to support them in overcoming difficulties that arise when they are solving problems in a variety of contexts. They are able to discern links between topics and to apply their learning across a range of contexts. They are able to articulate their thinking and discuss how they have reached an answer. Students can use correct mathematical terminology most of the time. |
Click here to visualise the Maths SPALD learner journey
What will you see in Maths Lessons?
- Low stakes practise of skills in a variety of ways eg computer games, group games, matching activities, sorting activities.
- Practical activities to enhance understanding of mathematical concepts.
- Use of manipulatives and visuals.
- Opportunities to articulate and discuss thinking.
- Specific practise of mathematical vocabulary informed by Elklan strategies eg word maps.
- Encouragement to use visual aids and manipulatives.
- Reference to RUCSAC to prompt ‘precision reading’.
What will you see in Maths books?
- Deliberate practise of skills and concepts.
- The work in books is often completed after a broad range of low stakes practise; this takes place before pen and paper meet eg work on MWBs, matching games, sorting activities, computer games.
What formative assessment will you see in Maths?
- Entry Level Component style tests.
- MWBs
- Questioning
- Purple pen feedback on written work
- Verbal feedback
- Baseline topic assessments to inform PLCs