Generalization and Systematization of Knowledge in Preparation for Solving the Most Com-plex Problems of the USE in Mathematics at the Profile Level

M. Maskina, M. Kuptsov
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Abstract

This article substantiates the relevance and significance of studying the elective course "Problem Solving with Parameters" for generalizing and systematizing theoretical material on key topics of the school mathematics course, as well as for developing creative thinking and gaining experience in solving non-standard problems of increased complexity contained in the texts of the profile level of the USE mathematics. The formation of the course content and its testing were carried out for three years in the classroom with mathematically gifted eleventh-graders and one semester with first-year students of the Faculty of Economics as part of the scientific circle. As a result of the work carried out, the authors managed to identify the main methods for solving problems with parameters and analyze the most common mistakes made by students.
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概括和系统化知识,为解决最复杂的初等数学 USE 问题做准备
本文论证了学习选修课 "用参数解决问题 "的相关性和重要性,该选修课可使学校数学课程关键主题的理论材料概括化和系统化,还可培养创造性思维,并获得解决美国教育考试数学概况级课文中复杂程度增加的非标准问题的经验。课程内容的编制和测试工作在课堂上进行了三年,对象是十一年级数学天才学生,并在科学圈内对经济系一年级学生进行了一个学期的测试。通过这项工作,作者确定了解决带参数问题的主要方法,并分析了学生最常犯的错误。
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