Author:
Maulida A S,Dasari D,Suryadi D
Abstract
Abstract
The research aimed to describe pupils inter-dialogue during learning polyhedron. It based on learning obstacle. In didactical obstacles are found problems of conceptual interrelation, thinking continuity, and limitation experience of pupils in the polyhedron concept. So, the researchers designed a didactical design to minimize the learning obstacle by creating a more organizer and solve learning trajectory. The design implementation done on the pupils of grade VIII in Bandung during 3 continuous meetings. Inter-dialogue is expected to emerge when didactic design is designed so pupils dialogue with group friends to find solutions for solving problems. Dialogue that produces critical questions is commonly known as Socratic dialogue. The main idea in Socratic dialogue is the teacher’s task is not to give knowledge or provide information to pupils but the task of the teacher designing a learning situation where pupils will ask critical questions. The researcher using phenomenological studies to uncover pupils experience. By using Nonaka theory, the researcher found the pupils knowledge. The results showed the pupils intra-dialogue system in solving the polyhedron geometrical problem of phenomenological studies.
Subject
General Physics and Astronomy
Reference9 articles.
1. Dialogues on Dialogues: The Use of Classical Dialogues in Mathematics Teacher Education;Zazkis,2018
2. Analysing effective communication in mathematics group work: The role of visual mediators and technical terms;Ryve;Educational Studies in Mathematics,2013
3. Mathematics: Towards Dialogue Between Different;Bussi;Educational Studies in Mathematics,2003
4. A Dynamic Theory of Organizational Knowledge Creation;Nonaka;Organization Science,1994