Level of visual geometry skill towards learning style Kolb in junior high school

A. Anwar, T. Turmudi, D. Juandi, Saiman Saiman, M. Zaki
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Abstract

This study aims to conduct an in-depth analysis of the visual thinking level of junior high school students with the learning style of assimilators, converges, accommodators, and divergers in solving geometry problems. The type of research used is qualitative research with a grounded theory and case study design. The subjects studied were junior high school students consisting of 6 of 56 students. Data were collected through a learning style inventory (LSI) test given to 56 students to group participants based on the learning style of the Kolb model, then a geometry problem-solving test and interviews were given to 6 students, namely two assimilator students, one converges, one accommodator, and two diverger students. The analysis is based on data from written test results and interviews. Then, time triangulation is carried out to obtain valid research data. The analysis was conducted based on data from written test results and interview results paired with video recordings. Then, triangulation of time is carried out to obtain valid research data. The results of the analysis showed that assimilator students and converger students were able to achieve at the global visual level, namely being able to carry out visual thinking activities well in solving problems, illustrate the problem correctly in geometric drawings/objects, represent problems in mathematical symbols precisely and can express relationships between images well. While accommodator and diverger students can only reach the local visual level, they have yet to be able to show every visual thinking activity well in solving geometry problems, illustrating problems in geometry drawings that could be more precise, and solving rudimentary geometry problems.
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初中生视觉几何技能水平对学习风格Kolb的影响
本研究旨在深入分析同化型、收敛型、包容型和发散型学习风格的初中生在解决几何问题时的视觉思维水平。所使用的研究类型是定性研究,具有扎实的理论和案例研究设计。研究对象为初中生,56名学生中有6名。通过对56名学生进行学习风格量表(LSI)测试来收集数据,并对6名学生进行几何问题解决测试和访谈,即同化型学生2名、收敛型学生1名、包容型学生1名和发散型学生2名。该分析基于笔试成绩和面试数据。然后进行时间三角剖分,获得有效的研究数据。该分析是根据笔试成绩和面试结果以及录像数据进行的。然后对时间进行三角剖分,获得有效的研究数据。分析结果表明,同化型学生和融合型学生在整体视觉层面上都能达到,即在解决问题时能很好地进行视觉思维活动,在几何图形/物体中能正确地说明问题,在数学符号中能准确地表示问题,能很好地表达图像之间的关系。而迁就型和发散型学生只能达到局部的视觉水平,在解决几何问题、用更精确的几何图形说明问题、解决基本的几何问题等方面,还不能很好地表现出每一种视觉思维活动。
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