Chapter 2 Flashcards

1
Q

What is Constructivism?

A

Termed by Piaget; Students are not “blank slates” but creators of their own learning; Through experiential learning with real life experiences students are able construct their own knowledge

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2
Q

What is Reflective Thought?

A

An effort or process to connect existing ideas to new information; allow individuals to modify their existing schemas to incorporate new ideas

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3
Q

What is assilmation?

A

When a new concept “fits” with prior knowledge and the new information expands an existing network

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4
Q

What is accomdation?

A

When the new concept does not “fit” with the existing network

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5
Q

What is the Sociocultural Theory?

A

Vygotsky; Three parts: Learn through social interactions and in social settings; Learner learns best in their ZPD (zone of proximal development); semiotic mediation where the use of language, diagrams, pictures, visual actions are learned and practiced

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6
Q

What are manipulatives?

A

Physical objects that students and teachers can use to illustrate and discover mathematical concepts, whether made specifically for mathematics or for other purposes (such as buttons)

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7
Q

What are some types of representations?

A

Any object, picture, or drawing that presents the concept or onto which the relationship for that concept can be imposed

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8
Q

What is a concept?

A

A mathematical law that can be applied to different problems

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9
Q

What is a procedure?

A

A set process that produces a desired mathematical outcome, or a value

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10
Q

What is pedagogical content knowledge?

A

The deep understanding of the content that allows teachers to teach in multiple ways through prior knowledge, experiences, and cultural background of students.

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11
Q

What does it mean to have a profound understanding of mathematics?

A

Knowing and understanding fundamental mathematics to be able to apply it in any situation; Depth not width, breadth, and thoroughness

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12
Q

What is an algorithm?

A

A set of procedures that is used to solve a problem

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13
Q

What is a partial product?

A

The product of one term of a multiplicand and one term of its multiplier

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14
Q
A
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