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数学解题方法应追求明确、简单、自然,不故弄玄虚,不炫耀高难度技巧,思路清晰、解法简单、过程顺畅,这样才能充分体现数学的简约之美。因此,在数学解题中,同学们要注意遵循解题规律,抓住问题的本质,注重通性通法,有效解题。一、返璞归真,回归通法,使解题自然简单通法即运用基本的数学方法进行解题,如配方法、换元法、消元法、解方程式组等。返璞归真乃解题的本色,回归通法有助于把基础落到实处,形成良好的学习
Mathematical problem solving methods should be clear, simple, natural, not trick, not to show off difficult skills, clear thinking, simple solution, the process is smooth, so as to fully reflect the simplicity of mathematics. Therefore, in solving mathematical problems, students should pay attention to follow the law of solving problems, seize the essence of the problem, pay attention to the general method, effectively solve the problem. First, back to nature, return to common law, so that simple natural problem-solving method that is the use of basic mathematical methods to solve problems, such as with the method, for yuan law, elimination element method, solving equations and so on. Back to nature back to nature is the solution to the problem of nature, return to law will help to put the foundation into practice, the formation of a good learning