College 4 Vaktaal en begrippen Flashcards

Wetenschappelijke begrippen, leren in vakgebieden (Kozulin P.III)

1
Q

What is the persisting practice in math education, through all paradigms?

A

Building children’s understanding of the real number’s system on counting

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2
Q

What was revealed in clinical research about direct transmission in mathematics education?

A

It did not foster understanding of students, resulting in a call for constructing own knowledge

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3
Q

What is the difference between sponteneous and scientific concepts?

A

Spontaneous concepts are formed through interaction with everyday environment, while scientific concepts require pedagogical mediation for appropriation

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4
Q

Dominant learning paradigms in mathematical education (4)

A

Behaviorism
New maths
Basics
Constructivism

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5
Q

In what way are numbers developed in CHAT?

A

In measurement (opposing counting, which is used in most other paradigms)

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6
Q

Why can Vygotsky not be framed as a “social constructivist” in mathematics education?

A

In CHAT a child being an independent learner is not the result, but a premise of the learning process.

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7
Q

What basic elements are used to teach for understanding of historical concepts? (2)

A

Powerful learning environments and methods to present historical subject matter in terms of a meaningful whole

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8
Q

What, according to Galperin, are actions? (P.252)

A

Conscious attempts to change objects according to some intended result

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9
Q

What are the four levels of abstraction, at which an action can be carried out?

A
  1. Material
  2. Perceptual
  3. Verbal
  4. Mental
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10
Q

Why must an action pass through 4 levels of abstraction? (P.253)

A
  1. Generalization: to discover which properties of an object are constant and essential
  2. Abbreviation: to master an action and carry it out with increasing ease and speed
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11
Q

Which 3 practical solutions were formulated to teach historical concepts?

A

Orientation on the task
Use of models
Educational dialogue

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12
Q

Name five elements present in any concept. (P256)

A
  1. Name
  2. Examples
  3. Attributes
  4. Value range of attributes
  5. Rules to specify essential attributes
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13
Q

What are the two tasks of a teacher in history education? (P262)

A
  1. Connecting their knowledge, academic and spontaneous concepts
  2. Make sure students understand and experience academic concepts
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14
Q

In what way are numbers developed in CHAT?

A

In measurement (opposing counting, which is used in most other paradigms)

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15
Q

Why can Vygotsky not be framed as a “social constructivist” in mathematics education?

A

In CHAT a child being an independent learner is not the result, but a premise of the learning process. Learning is dependent of social environment.

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16
Q

What basic elements are used to teach for understanding of historical concepts? (2)

A

Powerful learning environments and methods to present historical subject matter in terms of a meaningful whole

17
Q

What, according to Galperin, are actions? (P.252)

A

Conscious attempts to change objects according to some intended result

18
Q

What are the four levels of abstraction, at which an action can be carried out?

A
  1. Material
  2. Perceptual
  3. Verbal
  4. Mental
19
Q

Why must an action pass through 4 levels of abstraction? (P.253)

A
  1. Generalization: to discover which properties of an object are constant and essential
  2. Abbreviation: to master an action and carry it out with increasing ease and speed
20
Q

Which 3 practical solutions were formulated to teach historical concepts?

A

Orientation on the task
Use of models
Educational dialogue

21
Q

Name five elements present in any concept. (P256)

A
  1. Name
  2. Examples
  3. Attributes
  4. Value range of attributes
  5. Rules to specify essential attributes
22
Q

What are the two tasks of a teacher in history education? (P262)

A
  1. Connecting their knowledge, academic and spontaneous concepts
  2. Make sure students understand and experience academic concepts