数学解题的过程实际上就是一个转化的过程。换句话说,所谓解题就是把要解决的问题,转化为已经熟悉的、可用已掌握的知识解决问题的过程。通过对条件的转化或结论的转化,使问题化生为熟,化繁为简,化隐为显,化难为易,最终求得问题的答案。转化思想方法的运用在于学习探究,在于实践积累,是学好数学的关键。下面结合实例浅谈体会与认识。 Mathematical problem solving process is actually a conversion process. In other words, the so-called problem-solving refers to the process of transforming the problem to be solved into the already familiar one and solving the problem with available knowledge. Through the conversion of the conditions or the conclusion, the problem is born to become familiar, simplification and simplification, change is obvious, the difficulty is easy, finally find the answer to the question. The application of the method of transforming ideas lies in that learning and exploring and accumulation in practice are the keys to learning math. The following combination of examples on the experience and understanding.