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数形结合是将抽象的数学语言与直观的图形这两个最为基本的研究对象结合起来的一种方法.数形结合作为一种解题思想可以使复杂抽象的问题简单化、具体化.高中化学题目中有时要求学生可以通过对题目中各种信息包括隐藏信息的分析,来演变成一些数学问题帮助解答,这时就可用到数形结合的解题思想,将化学问题与几何图形进行转化和结合,补充思想开阔思路,寻找出更加简单的解答途径.一、数形结合在化学平衡问题中的应用
Combination of numbers is a combination of abstract mathematical language and intuitionistic graph, which is the most basic research object.Forming the combination of number and form as a problem-solving idea can make the problem of complex abstraction simple and concrete.High school Chemistry topics sometimes require that students be able to evolve into mathematical problems by answering a variety of information in the subject, including hidden information, to help answer them, and then use the combination of problem-solving ideas to transform chemistry and geometry And combined with, add ideas to broaden ideas, to find a more simple way to answer.A few combinations of chemical equilibrium in the application