论文部分内容阅读
几何不等式的证明是中学数学必须学习的一个知识点,在中学数学有着重要的应用.证明几何不等式将会培养学生的创新能力及自我思维能力,正确的解题思路以及运算方法会提高解题的速度及正确率.中学数学中的几何不等式包含了丰富的数学思想,本文将结合几何不等式的证明方法和技术进行研究,总结并分析中学数学中几何不等式证明方法及适用条件.
The proof of geometric inequality is a knowledge point that must be learned in middle school mathematics and has an important application in high school mathematics.It proves that the geometric inequalities will cultivate the students’ ability of innovation and self-thinking. The correct way of solving problems and methods of calculation will improve the problem-solving Speed and correct rate.Major geometric inequality in middle school mathematics contains a lot of mathematical ideas.This paper will combine the proof methods and techniques of geometric inequality to study and summarize and analyze the proof methods of geometric inequality in middle school mathematics and the applicable conditions.