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学生数学认知结构的建立和发展、数学思维的形成和提高都与解题有关。解题是中学数学活动的主要形式,解题所采取的方法及其蕴含的思想是数学知识转化为数学能力的基石,数学思想方法与长期的数学解题经验是分不开的,其中数学思想就是一种数学意识,只有具备一定的数学基础和解题经验,这种意识才能在阅读题意的过程中产生。数学思想方法是
The establishment and development of students’ cognitive structure of mathematics, the formation and improvement of mathematical thinking are all related to solving problems. Solving problems is the main form of middle school mathematics activities. The methods adopted and the thoughts contained in them are the cornerstone of mathematics knowledge into mathematics ability. Mathematical thinking methods are inseparable from the long-term experience of mathematical problems, among which mathematical ideas Is a kind of mathematical consciousness, only with a certain mathematical foundation and problem solving experience, this awareness can be produced in the process of reading the inscription. Mathematical thinking method is