数学突破中的数学认知和数学通信能力

Sutini Sutini
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引用次数: 7

摘要

本描述性质的研究旨在描述苏南安pel泗水大学数学教育第三学期学生的元认知和交际能力。40名学生参加了一个由两道数论习题组成的测试。分析了高、中、低分学生的三张答题纸。调查结果显示,尽管成绩不同,学生在这两方面的能力都不尽人意。他们没有表现出对数论概念和原理的理解,有些人仍然使用数学术语和注释,大多数人仍然有错误的计算,因为他们没有使用完整和正确的算法。学生的数学交流能力较差,因为他们不能写出正确的数学符号,不能将数学思想按可接受的逻辑顺序排列。他们写出了看似正确的答案,但答案的排列是不合理的和跳跃的,导致答案的可理解性低。
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Kemampuan Metakognitif dan Komunikasi Matematis dalam Pemecahan Masalah Matematika
This descriptive qualitative study aims to describe the metacognitive and communicative abilities of the third-semester students of Mathematics Education of UIN Sunan Ampel Surabaya. Forty students were given a test consists of 2 essay problems of number theory. Three of the answer sheets that each one representing students with high, medium, and low scores were analyzed. Findings show that the students' ability in both aspect are unsatisfactory regardless of their different scores. They are don't show their understanding of the concepts and principles of number theories, some of them still use mathematical terms and notes, and the majority still have the wrong calculation because they not use the complete and correct algorithm. The students' ability in mathematical communication is poor because they can't write the correct mathematical symbols and can't put the mathematical ideas in an acceptable, logical order. They have written the answers that seem to the right answers, but the arrangement of the answers is irrational and jumping, resulting in the answers in low comprehensibility.
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