论文部分内容阅读
代数与几何问题的相互转化,是中学数学学习与研究中运用广泛、意义深刻的一种思维方法。借助几何直观研究代数问题,会使问题直观形象,解法灵活简便。以高中数学一些重要的不等式的几何直观为例,体现几何直观在数学学习与研究中的重要作用。
The transformation between algebra and geometry problems is a kind of thinking method that is widely used and profound in the study and research of middle school mathematics. Using geometric intuition to study algebraic problems will make visual problems easy and flexible. Taking the geometric intuition of some important inequalities in high school mathematics as an example, it reflects the important role of geometric intuition in mathematics learning and research.