解题

However,To prove Inequality with elementary method,we often create complex computational process. The second ,we will take full advantage of the knowledge of calculus Inquiry Testimony of inequality,and concluded the higher mathematics to prove Inequality several main method and its application conditions.Constructors in the context of the use of the monotone function,Calculus value theorem,function and the most extreme value,integral, it can be a very effective solution to the inequality problem proof. At last,we summed up several convenient and simple way to prove Inequality.It will be play a great role in our problem Solving.

但是用初等方法证明往往会造成复杂的运算过程，本文接着充分利用微积分的知识探究不等式的证明方法，并指出微分学和积分学在不等式的证明的具体应用，那就是在构造函数的背景下运用函数的单调性、微积分中值定理、函数的极值和最值、定积分，那么就可以十分有效地解决不等式中的证明问题，从而归纳出几种方便而又简捷的方法，这样对我们解题将会起到很大的作用。

He had the feeling I had had years before of being able to go through the motions, writing formulas and doing problems, but without any idea of what they were all about, seeing them only as a kind of mumbo-jumbo, meaningless recipes for getting meaningless answers to meaningless questions.

他跟我多年前的感觉完全相同，觉得自己能够跟上进度，能写公式，也能解题，可对于这些到底是什么，却摸不着头脑，只能当天书，当做是解决毫无意义的问题的毫无意义的答案的毫无意义的秘诀，仅此而已。

To the questions which got a much complicated context and a comparatively nonfigurative space-time relation, the attachment of graphics will markedly facilitate to answering questions for the examinees having secondary ability level. At the same time, if the context and space-time relation are very simple, the graphics don\'t work. If we didn\'t pay attention to the details of the graphics, it may lead to the examinees\' misunderstanding to the questions and increase the difficulty.

对于情境复杂，时空关系抽象的问题来说，有无辅助示意图对中等水平的考生会产生显著的影响；对于情境清晰，时空关系简单的试题来说，有无辅助示意图对考生不会产生显著的影响；示意图的细节问题处理不当，可能会误导考生选择错误的解题策略，从而影响试题的难度。

And the judgement of sex of function odd even is Chongzhongzhi is weighed undoubtedly, the appears easily error solving a problem when the article plans to solve this kind of problem through be opposite undertakes classify is analysed, with period help classmates clarify understanding further, deepen understanding, promote master.

而函数奇偶性的判定无疑又是重中之重，本文拟通过对解决这类新问题时轻易出现的解题误区进行归类剖析，以期帮助同学们进一步澄清熟悉，加深理解，促进把握。

Now at this point kind the train of thought solving a problem of the problem makes an analyse. 1 catching corporeal impact to counteract reaction opportunely is the reaction that shows acid and alkaline reaction generate salt and water.

现就此类题的解题思路作一例析。1巧抓物质关系中和反应是指酸和碱反应生成盐和水的反应。

The basic principle,parameter determination and solution process for a optimal problem with genetic algorithm are discussed.

讨论了用遗传算法求解优化问题的基本原理、参数的确定方法及解题的基本步骤。

By means of instructional supervision, two text-based tests and interview analysis, we can observe and obtain what the performance of students in perceptibility and problem solving are when meeting regular problems.

本研究为质的研究，主要目的是透过以儿童为本位的「八十二年国小数学课程的精神」对12位就读於研究者任教之补习班且尚未接受规律教学的国小五年级学童实施小班数形规律单元教学，并经由教学观察、两次纸笔测验及实地访谈分析来探究学童经过本研究教学后，在解决规律问题时的察觉能力及解题表现为何？

The result of the research on children's learning profile was found that the observation record that derived from teaching process and interview analysis that got from two text-based tests. The students who are high and intermediate achievers can make first-order and second-order conditions on four-type regular problems by means of discussion and presentation in class. In addition, they can solve problems utilizing "perceptibility" when doing two text-based tests.

研究结果显示，藉由教学过程的观察记录及两次施测后的访谈分析所获得的学童学习历程观之：高成就及中成就组学童藉由讨论与发表，在四种型态问题皆能展现出察觉规律的一阶至二阶层次能力，并能在两次施测时运用察觉能力成功解题。

The number shape is hit by mentality in common use combining with being that the mathematics solves problems , shape is can make some abstract mathematics problems perception-rization , pictorialize , vivid-rization in the thought being tied in wedlock , is able to change an abstratc thinking into the thinking in images , is helpful to the nature grasping the mathematics problem.

数形结合是数学解题中常用的思想方法，数形结合的思想可以使某些抽象的数学问题直观化、形象化、生动化，能够变抽象思维为形象思维，有助于把握数学问题的本质。

The paper discuss about the space curve and plane curve, and introduce the basic concept and the relations of them which we use to solve problem.

介绍了空间曲线和平面曲线的基本概念，空间曲线和平面曲线的关系，利用空间曲线与平面曲线的关系解题。

Since historical times,England ,where the early inhabitants were Celts, has been conquered three times .

从有历史以来，英国，在此地早期居住的是凯尔特人，已经被征服了三次。

Bluetooth OBEX File Transfer Enables the sending and receiving of files on your phone via Bluetooth.

蓝牙OBEX文件移动允许经过蓝牙传送和接受文件。。。。