Mhairi Stratton Humbie Primary School,  East Lothian
What is Maths Recovery? Early Intervention programme Developed by Professor Robert Wright at Southern Cross University, New South Wales, Australia Identifies children at risk of failure in mathematics Provides specialist Maths Recovery Teachers with an intervention programme that enables then to advance children to a level at which they can be successful in a classroom situation Is essentially a short-term intervention programme
The Guiding Principles in MR Teaching approach is enquiry based Teaching is informed by assessment Teaching focuses just beyond the cutting edge of child’s knowledge Teachers exercise professional judgement in selecting from a bank of teaching procedures Teacher understands children’s numerical strategies and deliberately engenders the development of more sophisticated strategies Teaching involves intensive ongoing observation and continual micro-adjusting Teaching supports and builds upon children’s intuitive, verbally based strategies The teacher provides the sufficient time to solve the problem and reflect Children gain intrinsic satisfaction from their problem solving, their realisation that they are making progress, and from the verification methods they develop.
East Lothian’s Maths Recovery Teachers Maths Recovery Teachers (School Based)  Support for Learning Coordinators Classroom Teachers Each cluster has Maths Recovery Teachers
Support for Learning Coordinators Schools are informed of the types of children who may benefit from MR interview. Identified child referred to SfL coordinator SfL coordinator assesses child and provides teacher with detailed diagnosis and planned activities to “move the child on”. Benefits / Challenges
Maths Recovery in Classroom Teaching Active Learning! Maths Recovery provides teachers with a detailed framework of numerical knowledge A teacher who understands these elements can begin with the child not mathematics. This knowledge empowers teachers to be creative with learning Teachers are visiting schools that are using Maths Recovery principles to improve learning through play
Why does East Lothian want to introduce Maths Recovery into every classroom? Maths Recovery training provides insight into the developmental stages of understanding number Teachers who have had this training have the understanding and confidence to provide high quality interactive maths lessons Teachers who have this training know how to manipulate materials to differentiate & challenge thinking Teachers understand how to use screening effectively Children’s self-esteem, confidence and understanding significantly improves
Delivers Numeracy Outcomes I have explored numbers, understanding that they represent quantities and I can use them to count, create sequences and describe order.  I use practical materials and can ‘count on and back’ to help me to understand addition and subtraction, recording my ideas and solutions in different ways.  I can share out a group of items by making smaller groups and can split a whole object into smaller parts.
Maths Recovery in East Lothian What do we want?   A framework to inform and plan daily teaching Maths Recovery teachers for each school supporting teachers and providing detailed interviews SfL coordinators supporting primary schools and creating links especially into secondary
How can we raise awareness of Maths Recovery ? Initial CPD for infant teachers raising awareness of the Maths Recovery: Assessment interviews for class teachers -  begin with the child not mathematics. Developmental progressions with anchor points Demonstrate how to observe and record each child’s growth Profiling for more effective planning of Active Learning
Developmental Progressions Forward Number Word Progression Backward Number Word Progression Numerals Addition and Subtraction Finger Patterns Spatial Patterns Multiplication and Division
Forward Number Word Sequence & Number Word After   Main messages: NWS differ from counting activities FNWS involve saying number words in a sequence and are sometimes referred to as “rote counting”  Being facile with FNWS is an important aspect of early number knowledge  It provides the basis for many early arithmetical strategies
Backward Number Word Sequence & Number Word Before Main messages: BNWS usually progresses more slowly than FNWS   Facility with BNWS usually indicates that the student has a strong knowledge of the number word sequences by ones This enables them access to a wider range of strategies
Numerals Main messages: It is important to realise the complexity of introducing numerals Numeral identification involves both generating the sound of the name and associating it with the written symbol.   Sequencing numerals also indicates a child’s understanding of early number. It shows the links that the child has made between numerals and number words.
Addition and Subtraction Main messages: A child must be able to ascribe numerosity to a collection. This requires one-to-one correspondence and coordinating A NWS   Children solve addition and subtraction differently from adults and each other. Using concrete materials and screens helps determine the strategies that a child will use.
Addition and Subtraction Main messages: Tasks involving screened collections provide a bridge between totally concrete and totally abstract maths
Finger Patterns Main messages: Children use fingers in many different ways to assist with partitions and combinations that support the development of more sophisticated arithmetical strategies Finger Patterns are used to develop strategies for structuring numbers to 10 Facile use of partitions and combination to 5, then 10 assist the child in mental computations.
Spatial Patterns Main messages: Spatial patterns are used to develop strategies for structuring numbers to 10 and eventually 20. Facile use of partitions and combination to 5, then 10 and then 20 assist the child in mental computations. (Demo)
Multiplication and Division Main messages: Initial ideas of multiplication are linked to combining a number of groups, each of which contain an equal number of items.  Initial ideas of division are linked to sharing a collection of items into equal groups. Developing the idea of an abstract composite unit is fundamental for learning multiplication and division.
Training
Initial Professional Development Overview and theoretical basis of Maths Recovery  Aspects of progressions Class assessment – Explanation of tasks and administration Observing children solving task - reflect Details of school task.
School Task ½ day out of class. Try out assessment. Video It! Reflect Work with another teacher?
Follow-up  Workshop Components Evaluate ½ day in school Assessment analysis Class profile to guide active learning  Teaching exemplars – sharing good practice Classroom management
Pilot Two approaches Have to! – cluster approach Want to – school approach
Support Drop in sessions 15 Maths Recovery teachers supporting training class teachers 26 Maths Recovery Teachers supporting schools Maths Recovery blog (Beginning) Active Learning Sessions – AiFL Maths Recovery training
So what are we beginning to see in these schools?
Children talking as they learn
Children learning in a variety of ways
Children confidently working at their level of understanding
Teacher recognising and building on stages of development
Moving towards the abstract is gradual
Children self-check Satisfied learners
Confident teaching
Confident learning
Introducing symbols when the time is right.
Challenging Thinking Formative Assessment (AiFL) How “ Why?” “ How did you know?” “ Prove it!” “ Prove it another way!” “ What if…?”
“ Can we have Maths Recovery training, please?”
So where are we now? 1 Accredited MR Trainer 26 Maths Recovery Teachers 15 Maths Recovery Teachers are supporting training We have around 20/35 schools with MR input (Over 70 Teachers)
The future All teaching staff have initial CPD in Maths Recovery Learning assistant CPD in Maths Recovery techniques Maths Recovery coordinators for each cluster  (PGCE Maths Recovery) Maths Recovery Assessment and Teaching available as CPD modules Fully accredited Maths Recovery Teachers in every school
East Lothian – Bigger Picture Maths Recovery Council Scottish Network of Maths Recovery Teachers Maths Recovery Cluster Coordinator Meetings (Monthly) East Lothian Maths Recovery Blog Cluster drop-in sessions Planned inter-cluster CPD
Mhairi Stratton [email_address]

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M A T A

  • 1. Mhairi Stratton Humbie Primary School, East Lothian
  • 2. What is Maths Recovery? Early Intervention programme Developed by Professor Robert Wright at Southern Cross University, New South Wales, Australia Identifies children at risk of failure in mathematics Provides specialist Maths Recovery Teachers with an intervention programme that enables then to advance children to a level at which they can be successful in a classroom situation Is essentially a short-term intervention programme
  • 3. The Guiding Principles in MR Teaching approach is enquiry based Teaching is informed by assessment Teaching focuses just beyond the cutting edge of child’s knowledge Teachers exercise professional judgement in selecting from a bank of teaching procedures Teacher understands children’s numerical strategies and deliberately engenders the development of more sophisticated strategies Teaching involves intensive ongoing observation and continual micro-adjusting Teaching supports and builds upon children’s intuitive, verbally based strategies The teacher provides the sufficient time to solve the problem and reflect Children gain intrinsic satisfaction from their problem solving, their realisation that they are making progress, and from the verification methods they develop.
  • 4. East Lothian’s Maths Recovery Teachers Maths Recovery Teachers (School Based) Support for Learning Coordinators Classroom Teachers Each cluster has Maths Recovery Teachers
  • 5. Support for Learning Coordinators Schools are informed of the types of children who may benefit from MR interview. Identified child referred to SfL coordinator SfL coordinator assesses child and provides teacher with detailed diagnosis and planned activities to “move the child on”. Benefits / Challenges
  • 6. Maths Recovery in Classroom Teaching Active Learning! Maths Recovery provides teachers with a detailed framework of numerical knowledge A teacher who understands these elements can begin with the child not mathematics. This knowledge empowers teachers to be creative with learning Teachers are visiting schools that are using Maths Recovery principles to improve learning through play
  • 7. Why does East Lothian want to introduce Maths Recovery into every classroom? Maths Recovery training provides insight into the developmental stages of understanding number Teachers who have had this training have the understanding and confidence to provide high quality interactive maths lessons Teachers who have this training know how to manipulate materials to differentiate & challenge thinking Teachers understand how to use screening effectively Children’s self-esteem, confidence and understanding significantly improves
  • 8. Delivers Numeracy Outcomes I have explored numbers, understanding that they represent quantities and I can use them to count, create sequences and describe order. I use practical materials and can ‘count on and back’ to help me to understand addition and subtraction, recording my ideas and solutions in different ways. I can share out a group of items by making smaller groups and can split a whole object into smaller parts.
  • 9. Maths Recovery in East Lothian What do we want? A framework to inform and plan daily teaching Maths Recovery teachers for each school supporting teachers and providing detailed interviews SfL coordinators supporting primary schools and creating links especially into secondary
  • 10. How can we raise awareness of Maths Recovery ? Initial CPD for infant teachers raising awareness of the Maths Recovery: Assessment interviews for class teachers - begin with the child not mathematics. Developmental progressions with anchor points Demonstrate how to observe and record each child’s growth Profiling for more effective planning of Active Learning
  • 11. Developmental Progressions Forward Number Word Progression Backward Number Word Progression Numerals Addition and Subtraction Finger Patterns Spatial Patterns Multiplication and Division
  • 12. Forward Number Word Sequence & Number Word After Main messages: NWS differ from counting activities FNWS involve saying number words in a sequence and are sometimes referred to as “rote counting” Being facile with FNWS is an important aspect of early number knowledge It provides the basis for many early arithmetical strategies
  • 13. Backward Number Word Sequence & Number Word Before Main messages: BNWS usually progresses more slowly than FNWS Facility with BNWS usually indicates that the student has a strong knowledge of the number word sequences by ones This enables them access to a wider range of strategies
  • 14. Numerals Main messages: It is important to realise the complexity of introducing numerals Numeral identification involves both generating the sound of the name and associating it with the written symbol. Sequencing numerals also indicates a child’s understanding of early number. It shows the links that the child has made between numerals and number words.
  • 15. Addition and Subtraction Main messages: A child must be able to ascribe numerosity to a collection. This requires one-to-one correspondence and coordinating A NWS Children solve addition and subtraction differently from adults and each other. Using concrete materials and screens helps determine the strategies that a child will use.
  • 16. Addition and Subtraction Main messages: Tasks involving screened collections provide a bridge between totally concrete and totally abstract maths
  • 17. Finger Patterns Main messages: Children use fingers in many different ways to assist with partitions and combinations that support the development of more sophisticated arithmetical strategies Finger Patterns are used to develop strategies for structuring numbers to 10 Facile use of partitions and combination to 5, then 10 assist the child in mental computations.
  • 18. Spatial Patterns Main messages: Spatial patterns are used to develop strategies for structuring numbers to 10 and eventually 20. Facile use of partitions and combination to 5, then 10 and then 20 assist the child in mental computations. (Demo)
  • 19. Multiplication and Division Main messages: Initial ideas of multiplication are linked to combining a number of groups, each of which contain an equal number of items. Initial ideas of division are linked to sharing a collection of items into equal groups. Developing the idea of an abstract composite unit is fundamental for learning multiplication and division.
  • 21. Initial Professional Development Overview and theoretical basis of Maths Recovery Aspects of progressions Class assessment – Explanation of tasks and administration Observing children solving task - reflect Details of school task.
  • 22. School Task ½ day out of class. Try out assessment. Video It! Reflect Work with another teacher?
  • 23. Follow-up Workshop Components Evaluate ½ day in school Assessment analysis Class profile to guide active learning Teaching exemplars – sharing good practice Classroom management
  • 24. Pilot Two approaches Have to! – cluster approach Want to – school approach
  • 25. Support Drop in sessions 15 Maths Recovery teachers supporting training class teachers 26 Maths Recovery Teachers supporting schools Maths Recovery blog (Beginning) Active Learning Sessions – AiFL Maths Recovery training
  • 26. So what are we beginning to see in these schools?
  • 27. Children talking as they learn
  • 28. Children learning in a variety of ways
  • 29. Children confidently working at their level of understanding
  • 30. Teacher recognising and building on stages of development
  • 31. Moving towards the abstract is gradual
  • 35. Introducing symbols when the time is right.
  • 36. Challenging Thinking Formative Assessment (AiFL) How “ Why?” “ How did you know?” “ Prove it!” “ Prove it another way!” “ What if…?”
  • 37. “ Can we have Maths Recovery training, please?”
  • 38. So where are we now? 1 Accredited MR Trainer 26 Maths Recovery Teachers 15 Maths Recovery Teachers are supporting training We have around 20/35 schools with MR input (Over 70 Teachers)
  • 39. The future All teaching staff have initial CPD in Maths Recovery Learning assistant CPD in Maths Recovery techniques Maths Recovery coordinators for each cluster (PGCE Maths Recovery) Maths Recovery Assessment and Teaching available as CPD modules Fully accredited Maths Recovery Teachers in every school
  • 40. East Lothian – Bigger Picture Maths Recovery Council Scottish Network of Maths Recovery Teachers Maths Recovery Cluster Coordinator Meetings (Monthly) East Lothian Maths Recovery Blog Cluster drop-in sessions Planned inter-cluster CPD