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数学问题的解决实际上就是在推敲数学语言的基础上,逐步实施数学问题的准确转化.中学数学的四大数学思想中,分类与整合和函数与方程思想是解决问题的具体思想方法,数形结合思想是等价转化的常用手段,化归与转化思想才是核心,是解决数学问题的关键.1.实际问题转化为数学问题实际问题的解决其关键是推敲实际语言的言下之意,实施准确数学建模.比如在概率实际问题中,对一些较为隐晦的事件,一定要把握数学问题的本质,
In fact, mathematical problems are solved on the basis of mathematical language, and the gradual implementation of mathematical problems in the accurate transformation of the four mathematical ideas in high school mathematics, classification and integration and function and equation of thought is a concrete way of thinking to solve the problem, The combination of thought is a common means of equivalent transformation, conversion and conversion thinking is the core, is the key to solve mathematical problems.1.Transformation of practical problems into practical problems of mathematical problems The key is to evaluate the meaning of the actual language, For example, in practical problems of probability, for some obscure events, we must grasp the essence of mathematical problems,