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Support for reflection and engagement

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Commissioned work to exemplify applications of numeracy across learning, in ... will provide the depth of experiences based on prior learning from third level. ... – PowerPoint PPT presentation

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Title: Support for reflection and engagement


1
Getting started support for reflection and
engagement numeracy
2
What changes have been made since the publication
of the draft numeracy framework?Feedback was
informative in supporting change.
  • What was said?
  • What was done
  • Estimation and rounding should be included within
    the early level experiences and outcomes.
  • Some experiences and outcomes would benefit from
    further clarification.
  • Pedagogy, planning, progression and assessment
    could be enhanced through further support.
  • Advice is needed on how numeracy across learning
    should be taken forward.
  • An appropriate outcome on estimating and rounding
    was added at early level.
  • Further explanation included in the framework
    document to clarify expectation.
  • Further exemplification to be provided through
    progression pathways for key lines of concept
    development.
  • Commissioned work to exemplify applications of
    numeracy across learning, in everyday situations
    and in the world of work.

3
Reflecting on the principles and practice in
numeracy
  • Why is it important that all teachers contribute
    to the development of the learners numeracy?
  • How do I know which numerical skills I should
    develop and at what level?
  • How can I promote progression in learners
    development of numeracy skills?
  • Mathematics is not my specialism. How will I
    contribute to the development of numeracy skills
    within my subject?
  • In what ways can the principles and practice
    inform my teaching of numeracy to take it forward
    within Curriculum for Excellence?

4
How are the experiences and outcomes structured
in numeracy?
  • Numeracy is structured within eight areas
  • Estimation and rounding
  • Number and number processes
  • Fractions, decimal fractions and percentages
  • Money
  • Time
  • Measurement
  • Data and analysis
  • Ideas of chance and uncertainty.

5
Experiences and outcomes in numeracy
  • Why is there a dotted line between third and
    fourth level?
  • This is to demonstrate the close relationship
    and likely overlap between the two levels.
    Fourth level will provide the depth of
    experiences based on prior learning from third
    level.
  • Why are there sometimes fewer statements at third
    level than in second and fourth?
  • This happens because of the particular
    significance of the third level as part of the
    entitlement for all young people. They represent
    a drawing together of a number of aspects of
    learning within mathematics.

6
Getting started in numeracy some questions for
discussion
  • Building on your current practice, what are the
    implications for what and how you teach?
  • How will you ensure the needs of all learners are
    met?
  • Which experiences and outcomes could you link
    within numeracy, across other curriculum areas
    and the world of work to provide a coherent
    experience for learners?
  • How might you ensure that learning and teaching
    reflects the values, purposes and principles of
    Curriculum for Excellence?

7
Where do you go from here?
  • The journey may be different for everyone, but
    you may wish to consider some first steps towards
    change, for example
  • identifying and sharing effective practice
  • identifying and prioritising professional
    development needs
  • experimenting with learning and teaching
    approaches.
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