摘要
在数学的发展过程中,对数学成果本身的收集、分析与说明较为重视,发表了许多论著,但对数学思想方法的考察与研究却有所忽略.这在一定程度上影响了数学方法的取得和数学人才的培养.因此,必须对数学思想方法的研究对象及内容等进行深入思考.本文主要讨论了中学数学所涉及的方程思想,首先对数学思想方法的含义进行了解释,引出方程思想并进行阐述;其次举例说明了方程思想在代数、几何和概率三方面的应用;最后总结应用方程思想的关键.
During its development, the collection, analysis and explanation of the mathematical results are more important, and many works have been published. However, the investigation and research of mathematical thinking methods have been ignored.To a certain extent,the acquisition of mathematical achievements and the cultivation of mathematical talents have been affected.Therefore, the mathematical thinking methods should be thought deeply.This paper is mainly talking about the equation ly,it explained the concept of mathematical thinking method, 1 some examples were given to show the its applications in three thinking which involved in middle school. First- eading to the equation thinking methods.Then, aspects like algebra, geometry, and probability. Finally, the key to the application of the equation thinking methods is summarized.
出处
《鞍山师范学院学报》
2017年第2期14-20,共7页
Journal of Anshan Normal University
基金
2016年度鞍山市社会科学研究立项课题(as20163051)
关键词
数学
数学思想方法
方程思想
mathematics
mathematical thinking methods
equation thinking