CTET Paper I (Primary: Class 1-5)

Mathematics Pedagogy - Constructivist Approach Problem Solving Inquiry question bank (Mathematics)

Practice 129 free CTET Paper I (Primary: Class 1-5) Mathematics - Mathematics Pedagogy - Constructivist Approach Problem Solving Inquiry questions with answers and step-by-step solutions.

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Q1.

In a constructivist mathematics classroom, a teacher presents students with a complex word problem about sharing land rather than giving them a standard division algorithm worksheet. According to constructivist theory (drawing on Piaget and Vygotsky), what is the primary purpose of this instructional design?

Topic: Mathematics Pedagogy - Constructivist Approach Problem Solving Inquiry | Source: AI Generated (CTET Paper I (Primary: Class 1-5))

(A)

To ensure students memorize standard algorithms through repetitive practice.

(B)

To allow learners to construct mathematical meaning actively through social interaction and cognitive conflict rather than passive reception.

(C)

To eliminate the need for teacher intervention during problem-solving.

(D)

To test whether students can read advanced language texts before doing math.

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Q2.

A student struggling with multi-digit subtraction is paired with a more knowledgeable peer who guides the student using base-10 blocks, gradually withdrawing support as the student gains confidence. This classroom scenario is a textbook example of which concept?

Topic: Mathematics Pedagogy - Constructivist Approach Problem Solving Inquiry | Source: AI Generated (CTET Paper I (Primary: Class 1-5))

(A)

Discovery learning without any teacher or peer intervention.

(B)

Scaffolding within the Zone of Proximal Development (ZPD) as proposed by Lev Vygotsky.

(C)

Operant conditioning as theorized by B.F. Skinner.

(D)

Stage-dependent maturation as outlined by Jean Piaget.

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