有请高手翻译数学论文摘要(有关不等式)

来源:百度知道 编辑:UC知道 时间:2024/06/05 20:44:34
不等式证明在不等式中具有举足轻重的地位。高考中证明不等式问题,常常是与数列、二次曲线、三角函数、“三个二次”、排列组合数等相结合的解答题。不等式是中学教学的重要内容之一,是进行计算、推理、数学思想方法渗透的重要题材,也是中学数学其它内容的基本支柱。不等式的解法是高中数学的重要知识,也是每年高考的热点,其核心问题是不等式的同解变形,而不等式的同解变形的理论依据是不等式的性质。在不等式的等价转化过程中需要用到诸多的数学思想,如分类讨论问题、整体换元、数形结合、转化化归等等适当地渗透这些思想方法,对提高学生的数学能力有极大的帮助。

Inequality to prove that inequality has a pivotal position. Inequalities in the proof of college entrance examination, often with the series, conics, trigonometric functions, "Three Second," the number of permutation and combination of combining the answers to questions. Inequality is an important aspect of teaching in secondary schools is one of the calculation, reasoning, mathematical way of thinking of the important topics infiltration, but also other elements of secondary school students the basic pillars. Inequalities High School Math Solution is an important knowledge, the annual college entrance examination is hot, the core of the problem is with the solution of the deformation of the inequality, and inequality of the same solution is based on the deformation theory of the nature of inequality. In inequality in the equivalent transformation process requires a lot of mathematical ideas, discuss issues such as classification, the overall for-yuan,数形结合, transformation