运用科学方法提高对代数导数材料的数学理解能力

Muhamad Taufik Fathurrohman, A. I. Sugandi
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引用次数: 0

摘要

参考学习数学和NCTM的目标,必须培养的能力之一是理解数学的能力。拥有理解数学的能力的重要性包括在2006年KTSP数学课程和2013年课程中列出的数学学习能力。本研究旨在探讨高中11班学生对代数函数导数这一重要概念的理解。这种类型的研究是课堂行动研究。本研究以2020/2021学年高中11班16名学生为研究对象。所使用的工具是测试学生的数学理解能力,以6道题的形式,更侧重于学生对代数函数导数的理解能力;观察单供师生查看动作执行情况。本研究表明,学生的数学理解能力有所提高,从每次测试的问题来看,精通程度从最初的31.25%提高到56.25%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Implementation of Scientific Approach to Increase Mathematics Understanding Ability on Algebraic Derivative Materials
Referring to the objectives of learning mathematics and NCTM, one of the abilities that must be developed is the ability to understand mathematics. The importance of having the ability to understand mathematics includes this ability listed in the learning of mathematics in the 2006 KTSP mathematics curriculum and the 2013 curriculum. This study aims to examine the increased understanding  of the material concept of derivatives of algebraic functions in class XI high school students. This type of research is classroom action research. This research was conducted on class XI high school students for the 2020/2021 academic year, consisting of 16 students. The instrument used is a test of students' mathematical understanding abilities, in the form of 6 questions that focus more on students' understanding abilities regarding the derivative of algebraic functions; observation sheet for teachers and students to see the condition of the implementation of the action. This study shows that students' mathematical understanding abilities have increased as seen from the questions tested on each test with an increase in mastery from initially 31.25% to 56.25%. The results of this study indicate that the application of a scientific approach can improve the comprehension skills of class XI students on material derived from algebraic functions.
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