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How Children Learn Math

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Constructivism 'Children must construct concepts and relationships in their own minds' (p. 24) ... If you allow children to talk about what they will learning, ... – PowerPoint PPT presentation

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Title: How Children Learn Math


1
How Children Learn Math
  • Excerpts from Marilyn Burns and thoughts from
    Nancy Ruppert

2
Constructivism
  • Children must construct concepts and
    relationships in their own minds (p. 24).
  • Children must not only have opportunities to
    explore concepts, but they must have
    opportunities to discuss their ideas.
  • If you allow children to talk about what they
    will learning, you will be able to guide them.

3
How do you do that?
  • Start with visuals, real life experiences, or a
    problem to solve.
  • Ask for their predictions.
  • Write their ideas down.
  • Example

4
Height/Circumference (p. 25)
  • Imagine a soft drink can. Suppose you take a
    piece of yarn and wrap it around the can to
    measure its circumference. Do you think the
    circumference is longer, shorter, or about the
    same as the height of the can? Indicate on a
    drawing how high you think the circumference
    measure will reach.

5
Piagets State of Disequilibrium
  • When the realization of a misperception produces
    mental confusion, you have the greatest potential
    to learn (p. 25).

6
Piagets State of Equilibrium
  • When you come to new understanding based in
    reality rather than on how you perceive reality
    you no longer are confused (p. 25).

7
Is it better to tell, show or do?
  • I would say, that all three are helpful in
    helping students gain an understanding of a
    concept. Whatever you do, always take the time to
    let them predict and take the time to listen to
    what they are saying. If they are old enough to
    write, have them write their reflections of ideas.

8
Elaboration
  • Once students have explored the cans
    circumference and the height relationship,
    conduct the experiment on different size cans.
  • What conclusions can you now make about the
    relationship of the circumference and the height
    of a cylindrical container? If its not possible
    for you to make a conclusion, what more might you
    do (p. 26)?

9
Conduct the experiment on page 27
  • How does your prediction compare to the actual
    measurement?

10
For learning to occur, three things must take
place
  • Maturity
  • Physical/Experiences
  • Social Interaction (p. 28)
  • I also believe there must be
  • Dialogue
  • Reflection
  • Application beyond the activity
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