摘要
数学与美学,相辅相成。对旋转体、轮换对称式、不定积分等数学观念中的对称美进行研究分析,并通过利用对称性记忆数学公式及利用对称性求解不定积分的两个实例,得出利用数学中的对称美,不仅有助于理解数学概念,记忆复杂繁锁的数学公式,而且还有助于解数学题的结论。
Mathematics and aesthetics are supplement and complement each other. An analysis of the symmetryin mathematical concepts of revolving object, rotating symmetric formulas and indefinite integral has been made.From two examples of using symmetric memory formulas and symmetry to solve indefinite integral, a conclu-sion that symmetry in mathematics helps not only to understand mathematical concepts, remember complicatedmathematical formulas, but also to work out mathematical problems is drawn.
出处
《昆明冶金高等专科学校学报》
CAS
2004年第2期34-36,共3页
Journal of Kunming Metallurgy College
关键词
数学
对称美
旋转体
轮换对称式
不定积分
mathematics
symmetry
revolving object
rotating symmetric formulas
indefinite integral