抽屉原理在数学解题中的应用

Drawer principle in the application of mathematical problem solving

文章在前人研究的基础上,提出了等分区间、分割图形等几种典型的构造抽屉的方法.然后将抽屉原理的知识与现实紧密的联系在一起,针对生活中一些常见的现象,做出了科学合理的解释,为日常生活带来便利.

Articles in previous studies, based on the proposed decile interval, graphics, etc. Several typical split drawer construction methods and knowledge of the principles of the drawer and the reality closely linked, for some common phenomena in life, do a scientific and rational explanation for everyday life a lot easier.