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GUIDED EXPLORATION Concrete methods that make learning more concrete Discovery methods that make learning more active Inductive methods that make the learning.

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Presentation on theme: "GUIDED EXPLORATION Concrete methods that make learning more concrete Discovery methods that make learning more active Inductive methods that make the learning."— Presentation transcript:

1 GUIDED EXPLORATION Concrete methods that make learning more concrete Discovery methods that make learning more active Inductive methods that make the learning task more familiar

2 BRUNER’S THEORY OF COGNITIVE DEVELOPMENT: MODES OF REPRESENTATION Enactive Representation - using actions to represent information, dominant mode of representation in the sensori- motor period (0 to 2 yrs), “thought is action” Iconic Representation - using visualization to represent information, dominant mode of representation during the preschool years, Piaget’s conservation tasks are good examples Symbolic Representation - using language or other symbols to represent information, middle childhood and beyond

3 CLASSIC STUDY: BRUNER’S SCREENING STUDY Participants: 5 to 8 year old children who clearly failed the conservation of liquid substance task. Step 1: Screen is placed in front of the beakers before the liquid is poured.

4 CLASSIC STUDY: BRUNER’S SCREENING STUDY Step 2: Blue liquid is poured from one of the tall beakers to the wide beaker. Step 3: Child is asked whether the liquid is still the same amount. Results: When children do not have the misleading visual information, they say “It’s the same, you only poured it”

5 DIFFERENT MODES OF REPRESENTATION 2 + 3 = ? 4 + 7 = ? 4 - 2 = ? 5 - 3 = ? SYMBOLIC MODE 9 + 7 = ? 12 + 24 32 - 17 5 x 6 = ? 2 + ? = 7 5 x ? = 45 ICONIC MODE 3 x 5 = ?

6 TEACHING POSITIONAL NOTATION Array of Beads - Concrete Representation Color Coded Labels - Intermediate Step 1 0 02 07 Superimposed Labels 1 2 7

7 ADDITION WITH CARRYING Color Coded Squares - Intermediate Step 10010 100 + Short cut Algorithm 1 2 4 6 + 1 2 7 3 7 3 10 111 111 111 111 1 111 100

8 USING CONCRETE MATERIALS TO TEACH THE UNDERLYING STRUCTURE OF QUADRATIC EQUATIONS Example: (2x + 1) (x + 2) XX1 X 1 1 X2X2 X2X2 X X X 2X 2 + 5X + 2 X X 1 1

9 IMPLICATIONS OF CONCRETE METHODS Research findings are mixed on the usefulness of concrete materials Students must also reflect on the underlying principle, perhaps through discussions with peers Once a learner grasps a concept, then introduce drill & practice to ensure increased efficiency Computer simulation programs are a good way to help students build “situation models” (e.g., ant problem)


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