解决高难度初等数学问题的方法,解决高复杂性问题

S. Yeraliyev, І. Berdiakhmet
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引用次数: 0

摘要

在本文中,我们考虑了几种解决学校数学课程、数学素养测试任务和奥林匹克问题中出现的高复杂性问题的方法。解决问题是数学学习中最有成效的形式,这一过程应成为所有数学课外活动的必要组成部分。通常,数学奥林匹克问题将在很大程度上帮助学习,找到独立的非标准解题方法。解决高复杂性问题的主要目标在学生的发展中起着特殊的作用。帮助他们更加强烈和有意识地学习材料。分析给定情况,比较数据和搜索数据,确定该案例的隐藏属性,综合解决问题的有用信息,并形成不仅是解决问题的必要技能的能力。这个高中课程考虑了解决那些没有用欧几里得规则定义的方程,以捕捉普通乘数,根据素数的性质对复杂表达式进行分类,以及解决经济问题
本文章由计算机程序翻译,如有差异,请以英文原文为准。
METHODS FOR SOLVING PROBLEMS OF ELEMENTARY MATHEMATICS OF HIGHER DIFFICULTY SOLVING HIGH-COMPLEXITY PROBLEMS
In this paper, we consider several ways to solve problems of high complexity that occur in the school course of mathematics, test tasks of mathematical literacy, and Olympic problems. Problem solving is the most productive form of learning mathematics, and this process should be a necessary component of all extracurricular activities conducted in mathematics. Mathematical Olympic problems, as a rule,will help to a large extent to learn, to find independent nonstandard methods of solving problems. The main goal of solving problems of high complexity plays a special role in the development of students. Helps them learn the material more strongly and consciously. The ability to analyze a given situation, compare data and search for data, determine the hidden properties of this case, synthesize useful information for solving problems, and form the necessary skills not only for solving problems. The high school program considered solving equations that are not defined using Euclid's rules for catching ordinary multipliers,classifying complex expressions by the properties of Prime numbers, and solving economic problems
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