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函数的学习中有很多数学逻辑的推力运算,在学习的过程中,数学思维方式主要分为合情推理与演绎推理两种。合情推理可以帮助我们提高知识讲解的效率,是数学发现与数学创新的重要手段,它在数学方面对我们的学习有不可忽视的作用。如果运用得当,在以后的函数问题中能取得事半功倍的效果。本文主要考虑到高中数学函数的特点,在面对函数的应用中,以我过去做题的一些经验,对函数解题中合情推理作了分析。希望能够帮助其他与我一样学习函数的同学,提高学习数学函数的效率。
In the process of learning, there are many thrust computations in mathematical logic. In the process of learning, the mathematical thinking modes are mainly divided into co-ration and deductive reasoning. Informed reasoning can help us to improve the efficiency of knowledge to explain, is an important means of mathematical discovery and mathematical innovation, which in mathematics we can not ignore the role of learning. If used properly, in the future function problems can achieve a multiplier effect. In this paper, taking into account the characteristics of high school mathematics functions, in the face of the application of the function, with some past experience in my work, the problem of function in the analysis of the merits. Hope to help other students like me to learn the function, improve the efficiency of learning math functions.