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数学是一门一丝不苟的学科,它负责解决问题的领域有很多,而相对而言偏向技巧性的数学思想方法是一种在解题、实际应用中非常重要的方法,也是贯穿在整个数学实践和应用中的重要方法。运用多种数学思想解题,能够将困难的问题变得简单,把复杂的计算式变成简单易求的形式,方便作答。数学中问题的复杂性和简单性,和其他的科学研究对象类似,也存在着哲学上矛盾的辩证统一关系。本文将就运用数学思想方法解答问题在中学数学教学中的应用展开探讨。
Mathematics is a meticulous discipline, which is responsible for solving many problems in the field, and relatively biased mathematical thinking method is a problem-solving, practical application of a very important method, but also throughout the mathematical practice and Important method in application. Using a variety of mathematical ideas to solve problems can make it easier to solve difficult problems, turn complicated calculations into simple and easy-to-understand forms, and facilitate answers. The complexity and simplicity of the problems in mathematics are similar to those of other scientific research subjects. There is also a dialectical unity of philosophical contradictions. This article will explore the application of mathematical thinking to answer questions in high school mathematics teaching.