数学解题力求简单、自然,是永恒的主题.而自然的解法,就是从题目的条件出发,每一步跨度不大,便于想到,容易理解.在解题实践中,笔者坚持遵循方法服从题目的原则,注重落实通性、通法的解题理念(思想越自然越好,方法越简单越好,所用知识越基础越好),常收到简单、自然的效果.本文以几个不等式问题的解法新探为例说明之. Solving the problem of mathematics is simple and natural, it is the eternal theme, and the solution of nature is to proceed from the conditions of the topic, with little stride in each step, easy to think and easy to understand.In the problem-solving practice, the author insists on following the method obeying the subject Principle, pay attention to the implementation of generality, common law problem-solving concept (the idea of ​​the more natural the better, the simpler the better the method, the better the basic knowledge used), often receive a simple, natural effect.In this paper, several inequalities Solution of new exploration as an example.