High-Level Thinking and TPACK of Pre-Service Mathematics Teachers in the 21st Century Learning

W. N. Yanuarto, A. Jaelani
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Abstract

In the 21st century, learning requires high-level thinking processes and mastery of technology. The benefits of using technology accompanied by high-level thinking include 1) having many alternative solutions to problems, 2) be a good co-worker, and 3) being more independent in finding solutions. Also, learning mathematics is one of the main lessons in class and has the main characteristics of structured learning and has a systematic flow. The attributes of existing mathematics learning may support the technology learning process, which also has an orderly system and algorithm. This study employed a cross-sectional survey—it exploring high-level thinking and TPACK in mathematics learning. The subject was 182 pre-service mathematics teachers in Universitas Muhammadiyah Purwokerto, Indonesia. This study showed high-level thinking, and TPACK indicated that the item was sufficient to perform factor analysis. The analysis results found that the Kaiser Meyer-Oikin (KMO) value for items in the high-level thinking construct questionnaire with 12 items showed 0.657 (l> 0.50). Subsequently, in TPACK construct questionnaire with 32 items showed 0.783. The results stated that higher-order thinking is the essential capital in learning mathematics. Therefore, learning mathematics also demands the dynamism of technological developments to support the success of learning mathematics.
职前数学教师在21世纪学习中的高级思维与TPACK
在21世纪,学习需要高水平的思维过程和对技术的掌握。用高水平思维来使用技术的好处包括:1)有很多问题的解决方案,2)成为一个好的同事,3)在寻找解决方案时更加独立。数学学习是课堂上的主要课程之一,具有结构化学习的主要特点,具有系统的学习流程。现有数学学习的属性可以支持技术学习过程,该过程也具有有序的系统和算法。本研究采用横断面调查法探讨数学学习中的高级思维和TPACK。研究对象是印度尼西亚普沃克托大学的182名职前数学教师。本研究表现出高层次思维,TPACK表明该项目足以进行因子分析。分析结果发现,有12个题目的高阶思维建构问卷的Kaiser Meyer-Oikin (KMO)值为0.657 (l> 0.50)。随后,在TPACK构建的32项问卷中,结果为0.783。结果表明,高阶思维是学习数学的必要资本。因此,学习数学也需要技术发展的活力来支持学习数学的成功。
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