解三角形是对任意三角形边角关系的探索,在一些测量和几何计算中具有实际的应用意义,其关键在于能否抓住解三角形的知识和方法。借几道简单朴实而具有代表性的例题分析了解三角形过程中遇到的一些基本题型及应对方法,并进行归纳总结,为解三角形问题提供行之有效的解题方法。 Triangulation is to explore the relationship of any triangle corner, in some measurement and geometric calculation has practical significance, the key lies in whether it can seize the triangle knowledge and methods. A few simple and representative examples are used to analyze and understand some basic problems and coping methods encountered in the process of triangles, and summarize and summarize them, so as to provide an effective solution to the problem of triangles.