在最低能力评估中解决计算问题的批判性思维能力水平

Desimal Pub Date : 2023-04-30 DOI:10.24042/djm.v6i1.14611
Siti Masyitoh Azzahra Lubis, Dian Permatasari
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引用次数: 0

摘要

最低能力评估(MCA)是一种由政府发起的教育系统评估形式,旨在衡量学生在读写和计算能力方面的认知学习成果的成就。MCA数字与批判性思维能力有关。本研究旨在描述学生在解决MCA计算问题时的批判性思维能力水平。这种类型的研究是描述性质的研究。笔试和面试形式的数据收集技术是四个问题的MCA计算问题。数据分析技术是通过进行测试,然后采访选定的受试者,以了解更多关于批判性思维技能,然后描述结果。结果表明,八年级学生在解数域MCA计算题时的批判性思维能力水平符合相同的标准,即焦点、理由和情境标准。领域代数发现,学生具有不同程度的批判性思维技能,符合专注和理性的标准。在几何领域,发现学生解决几何问题的能力较低,在不确定性数据领域,学生只得出结论而不给出原因。
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Level of critical thinking ability in solving numeration problems in the minimum competency assessment
Minimum Competency Assessment (MCA) is a form of evaluation of the education system launched by the government in order to measure the achievement of students' cognitive learning outcomes in literacy and numeracy abilities. MCA numeration is related to critical thinking skills. This study aims to describe the level of students' critical thinking skills in solving the MCA numeration questions. This type of research is descriptive-qualitative research. Data collection techniques in the form of written tests and interviews with test instruments are MCA numeration questions with four questions. The data analysis technique was carried out by giving tests, then interviewing the selected subjects to find out more about critical thinking skills, and then describing the results. The results showed that the level of critical thinking ability of class VIII students in solving MCA numeration questions in the number domain met the same criteria, namely the criteria of focus, reason, and situation. Domain algebra found that students have various levels of critical thinking skills with criteria that meet the criteria of focus and reason. In the geometry domain, it was found that students had a low ability to solve geometric problems, and in the uncertainty data domain, students only reached conclusions without giving reasons.
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自引率
0.00%
发文量
20
审稿时长
4 weeks
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