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Tytuł pozycji:

Questioning Techniques Used by Foundation Phase Education Students Teaching Mathematical Problem-Solving

Tytuł:
Questioning Techniques Used by Foundation Phase Education Students Teaching Mathematical Problem-Solving
Autorzy:
Steyn, Gina (ORCID 0000-0002-1846-8109)
Adendorff, Stanley A. (ORCID 0000-0002-4190-1433)
Deskryptory:
Grade 1
Questioning Techniques
Problem Solving
Mathematics Instruction
Mathematics Skills
Student Role
Preservice Teachers
Preservice Teacher Education
Teaching Skills
Foreign Countries
Elementary Education
Student Attitudes
Classroom Environment
Individualized Instruction
Inclusion
Język:
English
Źródło:
South African Journal of Childhood Education. 2020 10(1).
Dostępność:
AOSIS. 15 Oxford Street, Durbanville, Cape Town, 7550 South Africa. Tel: +27-21-975-2602; Fax: +27-21-975-4635; e-mail: ; Web site: https://sajce.co.za/index.php/sajce
Recenzowane naukowo:
Y
Page Count:
9
Data publikacji:
2020
Typ dokumentu:
Journal Articles
Reports - Research
Education Level:
Early Childhood Education
Elementary Education
Grade 1
Primary Education
Higher Education
Postsecondary Education
ISSN:
2223-7674
Abstractor:
As Provided
Data wpisu:
2020
Numer akcesji:
EJ1251174
Czasopismo naukowe
Background: Developing the questioning skills of Foundation Phase Education students when teaching mathematical problem-solving is often a neglected area of student curricula. Aim: This gap in mathematics programme is the focus of this study. Three main components were identified: presentation of mathematical problem-solving, the role of the Foundation Phase Education student in shared action and the questioning practice of the pre-service teacher. Setting: This study is embedded in an amalgamated theoretical framework of three theories: relational theory, hermeneutical theory of Davis and the revised taxonomy of Bloom. This qualitative, interpretive study was conducted in a grade 1 class. Seven Foundation Phase pre-service students were purposively selected to participate in the study. Methods: Triangulation of a multitude of research instruments ensured verification of data. The case study consisted mainly of the observation and analysis of six lessons. The framework of Tesch was used to interpret the data. Results: An outcome of the case study is a concise description of the use of questioning when teaching mathematical problem solving. Students in the selected sample generally struggled to ask questions and expressed the need for skills training. Conclusion: The student participants seemed unsure of how to use questioning skills optimally to elicit useful responses from their learners. Recommendations are made for enabling Foundation Phase students to learn the necessary skills to ask questions effectively in the problem solving segment of the curriculum.

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