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2017中财金融学考研英语翻译真题详解

2017中财金融学考研英语翻译真题详解
2017中财金融学考研英语翻译真题详解

2017中财金融学考研英语翻译真题详解

1、When I decided to quit my full time employment it never occurred to me that I might become a part of a new international trend. A lateral move that hurt my pride and blocked my professional progress prompted me to abandon my relatively high profile career although, in the manner of a disgraced government minister, I covered my exit by claiming "I wanted to spend more time with my family".

当我决定辞去自己的全日制工作时决没有想到,自己竟成了一种新的国际性潮流的一分子。一次平级的人事调动伤了我的自尊心,并阻断了我的事业发展,这促使我放弃自己地位较高的职业,当然,就像面子扫尽的政府部长那样,我也掩饰说“我只想与家人更多的呆在一起”。

2、Curiously, some two-and-a-half years and two novels later, my experiment in what the Americans term "downshifting" has turned my tired excuse into an absolute reality. I have been transformed from a passionate advocate of the philosophy of "have it all",preached by Linda Kelsey for the past seven years in the pages of she magazine, into a woman who is happy to settle for a bit of everything.

奇怪的是,大约两年半的时间我写完两部小说后,我这个被美国人称为“放慢生活节奏”的试验,却使我太疲惫的借口变成了现实。我已从一个“获得一切”哲学(琳达?凯茜过去七年中在《她》这本杂志所宣扬的)的狂热支持者,变成了一个乐于接受任何东西只要一丁点的女人。

3、I have discovered, as perhaps Kelsey will after her much-publicized resignationfrom the editorship of She after a build-up of stress, that abandoning the doctrineof "juggling your life", and making the alternative move into "downshifting" brings with it far greater rewards than financial success and social status. Nothing could persuade me to return to the kind of life Kelsey used to advocate and I once enjoyed: 12-hour working days, pressured deadlines, the fearful strain of office politics and the limitations of being a parent on "quality time".

我已经发现(由于压力过大,凯茜已多次公开宣称要辞去《她》杂志编辑的职务,在这之后她也许会有同样发现),放弃“忙忙碌碌”的生活哲学,转而过一种“放慢生活节奏”的生活所带来的回报,比经济成功和社会地位更有价值。什么也说服不了我回到过去那种凯茜所宣扬的、我也曾自得其乐的生活中去:每天12小时的工作日,压得人喘不过气来的最后期限,可怕而紧张的办公室的争权夺利,以及因为时间有限连做母亲也得“高效率”所造成的种种限制。

4、In America, the move away from juggling to a simpler, less materialistic lifestyle is a well-established trend. Downshifting —also known in America as "voluntary simplicity" —has, ironically, even bred a new area of what might be termed anti-consumerism. There are a

number of bestselling downshifting self-help books for people who want to simplify their lives; there are newsletters, such as The Tightwad Gazette, that give hundreds of thousands of Americans useful tips on anything from recycling their cling-film to making their own soap; there are even support groups for those who want to achieve the mid-'90s equivalent of dropping out.

在美国,摆脱忙碌,转而过一种简单、不大物质化的生活已成明确趋势。具有讽刺意味的是,“放慢生活节奏”——在美国也称“自愿简单化”——甚至孕育了一个崭新的、可称之为反消费主义的生活方式。对于那些想简单生活的人来说,有许多很畅销的帮你轻松生活的自助书籍;有各种简讯,例如省钱简报,会给美国人提供成千上万条有用的点子去做事,从回收保鲜腊到自制肥皂;甚至还有一些帮助团体,帮人按90年代中期脱离传统社会的人的生活方式去生活。

5、While in America the trend started as a reaction to the economic decline —after the mass redundancies caused by downsizing in the late '80s —and is still linked to the politics of thrift, in Britain, at least among the middle class downshifters of my acquaintance, we have different reasons for seeking to simplify our lives.

在美国,这种趋势一开始是对经济衰落所做出的一种反应——出现于80年代后期缩小经济规模所引起的大量人员冗余之后——在英国,至少在我所认识的中产阶级的简化生活者中,这种趋势仍被认为与节俭政治有关联,虽然如此,然而我们有着不同的缘由去寻求使自己的生活简单化。

线性代数知识点框架(一)

线性代数的学习切入点:线性方程组。换言之,可以把线性代数看作是在研究线性方程组这一对象的过程中建立起来的学科。

线性方程组的特点:方程是未知数的一次齐次式,方程组的数目s和未知数的个数n可以相同,也可以不同。

关于线性方程组的解,有三个问题值得讨论:(1)、方程组是否有解,即解的存在性问题;(2)、方程组如何求解,有多少个解;(3)、方程组有不止一个解时,这些不同的解之间有无内在联系,即解的结构问题。

高斯消元法,最基础和最直接的求解线性方程组的方法,其中涉及到三种对方程的同解变换:(1)、把某个方程的k倍加到另外一个方程上去;(2)、交换某两个方程的位置;(3)、用某个常数k乘以某个方程。我们把这三种变换统称为线性方程组的初等变换。

任意的线性方程组都可以通过初等变换化为阶梯形方程组。

由具体例子可看出,化为阶梯形方程组后,就可以依次解出每个未知数的值,从而求得方程组的解。

对方程组的解起决定性作用的是未知数的系数及其相对位置,所以可以把方程组的所有系数及常数项按原来的位置提取出来,形成一张表,通过研究这张表,就可以判断解的情况。我们把这样一张由若干个数按某种方式构成的表称为矩阵。

可以用矩阵的形式来表示一个线性方程组,这至少在书写和表达上都更加简洁。

系数矩阵和增广矩阵。

高斯消元法中对线性方程组的初等变换,就对应的是矩阵的初等行变换。阶梯形方程组,对应的是阶梯形矩阵。换言之,任意的线性方程组,都可以通过对其增广矩阵做初等行变换化为阶梯形矩阵,求得解。

阶梯形矩阵的特点:左下方的元素全为零,每一行的第一个不为零的元素称为该行的主元。

对不同的线性方程组的具体求解结果进行归纳总结(有唯一解、无解、有无穷多解),再经过严格证明,可得到关于线性方程组解的判别定理:首先是通过初等变换将方程组化为阶梯形,若得到的阶梯形方程组中出现0=d这一项,则方程组无解,若未出现0=d一项,则方程组有解;在方程组有解的情况下,若阶梯形的非零行数目r等于未知量数目n,方程组有唯一解,若r

在利用初等变换得到阶梯型后,还可进一步得到最简形,使用最简形,最简形的特点是主元上方的元素也全为零,这对于求解未知量的值更加方便,但代价是之前需要经过更多的初等变换。在求解过程中,选择阶梯形还是最简形,取决于个人习惯。

常数项全为零的线性方程称为齐次方程组,齐次方程组必有零解。

齐次方程组的方程组个数若小于未知量个数,则方程组一定有非零解。

利用高斯消元法和解的判别定理,以及能够回答前述的基本问题(1)解的存在性问题和(2)如何求解的问题,这是以线性方程组为出发点建立起来的最基本理论。

对于n个方程n个未知数的特殊情形,我们发现可以利用系数的某种组合来表示其解,这种按特定规则表示的系数组合称为一个线性方程组(或矩阵)的行列式。行列式的特点:有n!项,每项的符号由角标排列的逆序数决定,是一个数。

通过对行列式进行研究,得到了行列式具有的一些性质(如交换某两行其值反号、有两行对应成比例其值为零、可按行展开等等),这些性质都有助于我们更方便的计算行列式。

用系数行列式可以判断n个方程的n元线性方程组的解的情况,这就是克莱姆法则。

总而言之,可把行列式看作是为了研究方程数目与未知量数目相等的特殊情形时引出的一部分内容。

线性代数知识点框架(二)

在利用高斯消元法求解线性方程组的过程中,涉及到一种重要的运算,即把某一行的倍数加到另一行上,也就是说,为了研究从线性方程组的系数和常数项判断它有没有解,有多少解的问题,需要定义这样的运算,这提示我们可以把问题转为直接研究这种对n元有序数组的数量乘法和加法运算。

数域上的n元有序数组称为n维向量。设向量a=(a1,a2,...,an),称ai是a的第i个分量。

n元有序数组写成一行,称为行向量,同时它也可以写为一列,称为列向量。要注意的是,行向量和列向量没有本质区别,只是元素的写法不同。

矩阵与向量通过行向量组和列向量组相联系。

对给定的向量组,可以定义它的一个线性组合。线性表出定义的是一个向量和另外一组向量之间的相互关系。

利用矩阵的列向量组,我们可以把一个线性方程组有没有解的问题转化为一个向量能否由另外一组向量线性表出的问题。同时要注意这个结论的双向作用。

从简单例子(如几何空间中的三个向量)可以看到,如果一个向量a1能由另外两个向量a2、a3线性表出,则这三个向量共面,反之则不共面。为了研究向量个数更多时的类似情况,我们把上述两种对向量组的描述进行推广,便可得到线性相关和线性无关的定义。

通过一些简单例子体会线性相关和线性无关(零向量一定线性无关、单个非零向量线性无关、单位向量组线性无关等等)。

从多个角度(线性组合角度、线性表出角度、齐次线性方程组角度)体会线性相关和线性无关的本质。

部分组线性相关,整个向量组线性相关。向量组线性无关,延伸组线性无关。

回到线性方程组的解的问题,即一个向量b在什么情况下能由另一个向量组a1,a2,...,an线性表出?如果这个向量组本身是线性无关的,可通过分析立即得到答案:b, a1, a2, ..., an线性相关。如果这个向量组本身是线性相关的,则需进一步探讨。

任意一个向量组,都可以通过依次减少这个向量组中向量的个数找到它的一个部分组,这个部分组的特点是:本身线性无关,从向量组的其余向量中任取一个进去,得到的新的向量组都线性相关,我们把这种部分组称作一个向量组的极大线性无关组。

如果一个向量组A中的每个向量都能被另一个向量组B线性表出,则称A能被B线性表出。如果A和B能互相线性表出,称A和B等价。

一个向量组可能又不止一个极大线性无关组,但可以确定的是,向量组和它的极大线性无关

组等价,同时由等价的传递性可知,任意两个极大线性无关组等价。

注意到一个重要事实:一个线性无关的向量组不能被个数比它更少的向量组线性表出。这是不难理解的,例如不共面的三个向量(对应线性无关)的确不可能由平面内的两个向量组成的向量组线性表出。

一个向量组的任意两个极大线性无关组所含的向量个数相等,我们将这个数目r称为向量组的秩。

向量线性无关的充分必要条件是它的秩等于它所含向量的数目。等价的向量组有相同的秩。

有了秩的概念以后,我们可以把线性相关的向量组用它的极大线性无关组来替换掉,从而得到线性方程组的有解的充分必要条件:若系数矩阵的列向量组的秩和增广矩阵的列向量组的秩相等,则有解,若不等,则无解。

向量组的秩是一个自然数,由这个自然数就可以判断向量组是线性相关还是线性无关,由此可见,秩是一个非常深刻而重要的概念,故有必要进一步研究向量组的秩的计算方法。

学习最讲究的就是方法,只要我们拥有好的方法,我们就不怕考不出好成绩。希望上述的金融学考研线性代数的经验可以帮到大家,让大家的成绩有所提高。

2017考研英语翻译真题精析(20)

凯程考研集训营,为学生引路,为学员服务! 第 1 页 共 1 页 2017考研英语翻译真题精析(20) 要攻克考研英语翻译就必须要练习对句子的拆分解读能力,加强对词汇多义的把握,踩准得分点,最好的方法就是大家多练习对单句的细分解读,日积月累,翻译能力必定提升。凯程考研频道以真题为例,和大家分享句子的细分解读,从词汇到句式,希望大家多练练。 And home appliances will alsobecome so smart 0.5分//that controlling and operating them will result in 0.5分//the breakout of a new psychological disorder0.5分—//kitchen rage0.5分. (25 words) 词汇要点: 1) home appliances //家用电器 2) result in //导致,出现 3) breakout //n.爆发,出现,发作,发生 4) disorder//n.混乱,杂乱,紊乱;失调,疾病 结构要点: 1) …so …that …结果状语从句; 2) 破折号后面的kitchen rage 是在解释a new psychological disorder 。 汉译逻辑要点: 1) smart 翻译为“聪明”不太符合汉语习惯,因为上文主语是home appliances(家用电器),家用电器“智能化”或者“精巧、小巧”都可以。 2) psychological disorder 翻译为“心理疾病,心理失调,心理紊乱”都可以,但是前面还有new 修饰,翻译为“新的心理疾病”才适合。 3) result in the breakout of a new psychological disorder ,意思是“导致一种新的心理疾病的爆发”。“导致…爆发”就是“引发了这种疾病”。 4) kitchen rage 是对前面的a new psychological disorder 这种“新的心理疾病”的解释,rage 本来是“愤怒”,既然是心理疾病,那就是“狂躁症”。road rage 叫“路怒症”是指开车的人不规矩,一上路就狂躁。kitchen rage 是指人一进厨房就狂躁。 完整译文: 家用电器将会变得如此智能化,以至于控制和操作它们会引发一种新的心理疾病——厨房狂燥症。

考研英语一翻译真题汇总

1990 年英译汉试题 People have wondered for a long time how their personalities,and behaviors are formed. It is not easy to explain why one person is intelligent and another is not,or why one is cooperative and another is competitive. Social scientists are,of course,extremely interested in these types of questions. (61)They want to explain why we possess certain characteristics and exhibit certain behaviors. There are no clear answers yet,but two distinct schools of thought on the matter have developed. As one might expect,the two approaches are very different from each other. The controversy is often conveniently referred to as‖nature vs. nurture‖. (62)Those who support the ―nature‖side of the conflict believe that our personalities and behavior patterns are largely determined by biological factors. (63)That our environment has little, if anything,to do with our abilities,characteristics and behavior is central to this theory. Taken to an extreme,this theory maintains that our behavior is predetermined to such a great degree that we are almost completely governed by our instincts. Those who support the ―nurture‖ theory,that is,they advocate education,are often called behaviorists. They claim that our environment is more important than our biologically based instincts in determining how we will act. A behaviorist,B.F. Skinner,sees humans as beings whose behavior is almost completely shaped by their surroundings. The behaviorists maintain that,like machines,humans respond to environmental stimuli as the basis of their behavior. Let us examine the different explanations about one human characteristic,intelligence, offered by the two theories. Supporters of the ―nature‖theory insist that we are born with a certain capacity for learning that is biologically determined. Needless to say,they don‘t believe that factors in the environment have much influence on what is basically a predetermined characteristic. On the other hand,behaviorists argue that our intelligence levels are the product of our experiences. (64)Behaviorists suggest that the child who is raised in an environment where there are many stimuli which develop his or her capacity for appropriate responses will experience greater intellectual development. The social and political implications of these two theories are profound. In the United States, blacks often score below whites on standardized intelligence tests. This leads some ―nature‖ proponents to conclude that blacks are biologically inferior to whites. (65)Behaviorists,in contrast, say that differences in scores are due to the fact that blacks are often deprived of many of the educational and other environmental advantages that whites enjoy. Most people think neither of these theories can yet fully explain human behavior. 1991 年英译汉试题 The fact is that the energy crisis,which has suddenly been officially announced,has been with us for a long time now,and will be with us for an even longer time. Whether Arab oil flows freely or not,it is clear to everyone that world industry cannot be allowed to depend on so fragile a base. (71)The supply of oil can be shut off unexpectedly at any time,and in any case,the oil wells will all run dry in thirty years or so at the present rate of use. (72)New sources of energy must be found,and this will take time,but it is not likely to result in any situation that will ever restore that sense of cheap and plentiful energy we have had in the times past. For an indefinite period from here on,mankind is going to advance cautiously,and consider itself lucky that it can advance at all. To make the situation worse,there is as yet no sign that any slowing of the world‘s population is in sight. Although the birthrate has dropped in some nations,including the United States,the population of the world seems sure to pass six billion and perhaps even seven billion as the twenty-first century opens. (73)The food supply will not increase nearly enough to match this,which means that we are heading into a crisis in the matter of producing and marketing food. Taking all this into account,what might we reasonably estimate supermarkets to be like in the year2001? To begin with,the world food supply is going to become steadily tighter over the next thirty years—even here in the United States.By2001,the population of the United States will be at least two hundred fifty million and possibly two hundred seventy million,and the nation will find it difficult to expand food production to fill the additional mouths. (74)This will be particularly true since energy pinch will make it difficult to continue agriculture in the high energy American fashion that makes it possible to combine few farmers with high yields. It seems almost certain that by2001the United States will no longer be a great food exporting nation and that,if necessity forces exports,it will be at the price of belt tightening at home. In fact,as food items will end to decline in quality and decrease in variety,there is very likely to be increasing use of flavouring additives. (75)Until such time as mankind has the sense to lower its population

2020年考研英语一翻译真题及答案解析

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