准数学教师在解决三角课程中应用弧度测量问题时的误差分析

Y. Setiawan, Surahmat Surahmat
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引用次数: 2

摘要

本研究旨在描述准教师在解决弧度测量应用问题时所犯的错误及其原因。这种类型的研究是采用案例研究方法的定性描述性研究。本研究的数据收集类型包括受试者的工作结果和与研究受试者的访谈记录。通过遵循数据类型,本研究工具包括一个关于应用弧度测量和研究人员制定的访谈指南的问题。通过对误差类型进行分类,以了解在解决应用弧度测量问题时出现的误差类型,从而对受试者的工作进行数据分析。而采访结果的文字分析是通过对单词进行编码来确定导致出现错误的因素。研究结果表明,解决弧度测量应用问题的误差主要是观念上的错误和事实上的错误。这种误解通常是由直觉思维引起的,而这种事实错误通常是由于没有仔细注意问题中的信息而引起的。解决这些错误的方法是分析在解决应用弧度测量问题时相互联系的圆的元素,并在写问题中已知的信息时要小心。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Error analysis of prospective mathematics teachers in solving of applying radian measurement problem in trigonometry courses
This research aims to describe the mistakes of the prospective teachers in solving the application of radian measurement problems and their causes. This type of research is qualitative descriptive research with a case study approach. The types of data collection in this research consisted of the results of the subject's work and transcripts of interviews with research subjects. By following the type of data, this research instrument consists of one question about the problem of applying radian measurement and interview guidelines developed by the researchers. Data analysis of the subject's work is carried out by classifying the types of errors to know the types of errors that arise in solving the problem of applying the radian measurements. While the transcript analysis of the interview results was carried out by coding the words to determine the factors causing the errors that appeared. The results of the research indicate that the error in solving the problem of applying the radian measurement are misconceptions and factual errors. This misconception is generally caused by intuitive thinking, while this factual error is generally caused by not paying careful attention to the information in the question. The solution to these errors is to analyze the elements of the circle that are interconnected in solving the problem of applying the radian measurements and to be careful in writing the information that is known in the question. 
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