Developing Numerical Fluency - PowerPoint PPT Presentation

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Developing Numerical Fluency

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Increase teacher knowledge of composing and decomposing numbers. ... Figurate Numbers. Composing and Decomposing. Numerical Patterns. Subitizing ... – PowerPoint PPT presentation

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Title: Developing Numerical Fluency


1
Developing Numerical Fluency
2
Goals Purposes
  • Increase teacher knowledge regarding the
    refinements of the TEKS relating to the
    Development of Numerical Fluency.
  • Increase teacher knowledge of composing and
    decomposing numbers.
  • Increase teacher knowledge of developmental
    stages of numerical fluency.
  • Develop an understanding of the use of
    metacognition in problem solving.

3
Tanya is building a staircase in the pattern
shown. The blocks are 1-inch cubes. She wants
the last step to be 10 inches tall. How many
cubes does she need in order to build the
staircase?
4
Write down your thought processes as you solve
the following problem.
Explain how you derived your answer(s)?
5
Let us come back together and share solutions and
strategies with groups.
6
TEKS
  • Each group will be assigned a grade level.
  • Identify the TEKS in your grade level (K-5) that
    students must master in order to have success in
    solving this 5th grade problem.
  • Are there any refinements that need to be
    identified? Add refined TEKS needed to teach this
    concept to the TEKS Refinement Wall.

7
Numerical Sequences
  • Children struggle with patterns like the
    following
  • Arithmetic sequences
  • Geometric sequences
  • Figurate Numbers
  • Composing and Decomposing
  • Numerical Patterns

8
Subitizing
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Foundations of Numerical Fluency
  • Group 1 - One-to-one Correspondence
  • Group 2 - Inclusion of Set
  • Group 3 - Counting On/Counting Down
  • Group 4 - More Than/Less Than/Equal To
  • Group 5 - Part/Part/Whole
  • Group 6 - Unitizing

23
Reflection
  • What concepts did you struggle with?
  • What concepts do your students struggle with?
  • What actions will you take to help students
    develop the foundations of patterns?
  • Should these strategies be taught in a particular
    sequence? Explain why or why not.
  • If you are teaching older students who have not
    developed these strategies, how can you schedule
    your instruction to include remediation of these
    concepts?

24
BREAK
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