八年级学生在解决构建问题时的数学沟通概况,回顾了大卫·凯尔西的个性类型

Fiony Octavia Ciptaningrum, S. Sunardi, Erfan Yudianto, Farid Wadjdi
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引用次数: 1

摘要

本研究旨在描述基于大卫·基尔西人格类型的学生在解决几何问题时的数学沟通特征。本研究的被试为8名F SMPN 11月8班学生,由工匠型、理想型、守护者型和理性型各2名学生组成。学生们先得到一份性格类型问卷,然后是关于几何图形的测试问题,然后是访谈。这种类型的研究被称为定性描述。本研究结果显示,匠人人格类型的学生在解决问题时倾向于以符号沟通为主,其次为逻辑沟通,最后为言语沟通。理想主义人格类型的学生在解决问题时倾向于表现为符号沟通和言语沟通。监护人型人格类型的学生在解决问题时倾向于表现出逻辑沟通和符号沟通。理性人格类型的学生在解决问题时倾向于表现出逻辑沟通,然后是符号沟通,最后是言语沟通。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Profil Komunikasi Matematis Siswa SMP Kelas VIII dalam Menyelesaikan Soal Bangun Ruang Ditinjau dari Tipe Kepribadian David Keirsey
This study aims to describe the student’s mathematical communication profile in solving geometry questions based on David Keirsey's personality type. The subjects of this study were 8 students of class VIII F SMPN 11 Jember which consisted of 2 students in each personality types, namely artisan, idealist, guardian, and rational. Students are given a personality type questionnaire, then test questions about the geometries, and followed by interviews. This type of research is called qualitative descriptive. The results of this study indicate that students with the artisan personality type tend to show symbolic communication, then logical communication, and finally verbal communication in solving problems. Students with idealistic personality types tend to show symbolic communication and verbal communication in solving problems. Students with the guardian personality type tend to show logical communication and symbolic communication in solving problems. Students with rational personality types tend to show logical communication, then symbolic communication, and finally verbal communication in solving problems.
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