求助呐，帮我把下面的一段话翻译成英文: 证明不等式在初等数学和高等数学中都是十分重要的内容，在中

外语学习翻译，英语~

foreign language learning ;

一项针对成年人外语学习的小型研究对两种学习方法进行了比较。

A small study of foreign language learning in adults compared two methods.

学外语的十条经验

谈到外语学习，匈牙利有一位叫卡莫·洛姆布的人说：“我大致用了25年的时间学习了16种语言，10种达到能说的程度，另外6种达到能翻译专业书刊，阅读和欣赏文艺作品的程度。” “我把自己漫游外语天地所获得的心得体会总结为十条：


1、学习外语一天也不能中断。倘若确实没有时间，哪怕每天挤出10分钟也行；早晨是学习外语的大好时光。

2、要是学厌了，不必过于勉强，但也不要扔下不学。这时可以改变一下学习方式；比如把书放到一边去听听广播，或暂时搁下课本的练习去翻翻词典等。

3、绝不要脱离上下文孤立地去死背硬记。

4、应该随时地记下并背熟那些平日用得最多的“句套子”。

5、尽可能‘心译’你接触到的东西，如一闪而过的广告，偶而听到的话语，这也是一种休息的方式。

6、只有经过教师修改的东西才值得牢记。不要反复去看那些做了而未经别人修改 的练习，看多了就会不自觉地连同错误的东西一起记在脑了里。假如你纯属自学而无旁人相助，那你就去记那些肯定是正确无误的东西。

7、抄录和记忆句子和惯用语时要用单数第一人称，如“I am only pulling your leg"(我只是要戏弄你) 8、外语好比碉堡，必须同时从四面八方向它围攻：读报纸，听广播，看原文电影，听外语讲演，攻读课本，和外国朋友通讯，来往，交谈等等。

9、要敢于说话，不要怕出错误，要请别人纠正错误。尤为重要的当别人确实为你纠正错误时，不要难为情，不要泄气。

10、要坚信你一定能达到目的，要坚信自己有坚强不屈的毅力和语言方面的非凡才能……

I am a foreigner here in China. I dont think there is any so-called "English grammar or phonetics" Readings and oral practices will let you getting use to a language usage. I am learning Chinese Mandarin now but I dont think there are sets of rules or grammar in Chinese!

"Good good study and day day's up \(^-^)/"

Good Luck!



先去买本资料。这资料有以下特点。
1。初级
2。有中英文课文对照
3。每课后有单词表
4。有配套磁带

买个复读机。

先开始把课文中文翻译看了，大致有个了解。然后边放磁带边看英文课文，并模仿磁带里面的发音，跟读几遍。熟练到不听磁带就可以朗读课文。然后记单词表，把每个词的拼写记下来。

记完单词表后，把书合上，放磁带，以句为单位放。放一句，拿笔在本子上把这句写出来（听写）。如果没听清楚，倒回去再放。直到听清为止。如果单词写不来就空在那里，先把会写的写了。整篇文章听写完后，再翻开书。把写不来的巩固一下。当可以完全听写出整篇文章后，就可以学习下一课了。

注意：在这过程中可以不学音标，就像中国人学中文。没有谁是生下来就先学拼音的，都是先学说话，学发音。到了小学才开始学拼音。所以音标可以入门一段时间后再学。同理语法也可以先不学。老外语法就比中国人差。但是英文水平很好，熟练到脱口而出，根本就不需要语法。没有中国人在说中文前要先去想一下什么主语，谓语，宾语该怎么搭配的。都是脱口而出。

贵在坚持，不要因为暂无成效而放弃。把最艰苦，最乏味的学习当成人生最大的乐趣，越是这样成功的可能越大。

祝你成功

That inequality is a very important content in elementary mathematics and higher mathematics, mathematics in middle school is the most difficult. It can be considered a play a decisive role position in mathematics, is an important knowledge reasoning calculation. However, in this paper, it summarizes the main methods to prove some inequalities. Method to prove inequality we often use mainly include: 1. Analysis method, the comparison method, the synthesis method, the mathematical induction, the reduction to absurdity, the change of element method, the mean value inequality, the Cauchy inequality, Jansen inequality, the - function method and so on. Through the study of these inequalities proof method, to a certain extent can help us solve a lot of practical problems, but also about inequality, both reasoning ability or abstract logical thinking ability can be improved.

To prove inequality in elementary mathematics and advanced mathematics is an important content, but also difficult point in the middle school mathematics. It holds an important place in mathematics is, is that some important knowledge reasoning calculation. However, in this article, mainly summarizes some inequality proof method. We often use the proof of inequality methods mainly include: (1) analysis, (2) the comparison method, (3) synthesis, the text (4) mathematical induction, (5, 6 in yuan, 7) average inequality, cauchy inequality, pet-name ruby Jensen's inequality, attending function method and so on. By studying the inequality proof method, under a certain degree can help us to solve many practical problems about inequality, moreover, both in reasoning ability and abstract logical thinking ability to ascend.

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